RRB Technician Grade I Signal (CEN 02/2025) Previous Year Paper – 13 March 2026, Shift 1: Free Mock Test
RRB टेक्नीशियन ग्रेड I सिग्नल (CEN 02/2025) पिछले वर्ष का प्रश्न पत्र – 13 मार्च 2026, पाली 1: फ्री मॉक टेस्ट
| Exam / परीक्षा | RRB Technician Grade I Signal (CEN 02/2025) |
| Exam Date & Shift / तिथि व पाली | 13 March 2026, Shift 1 (9:00 AM – 10:30 AM) |
| Questions / प्रश्न | 100 (General Awareness 10, General Intelligence and Reasoning 15, Basics of Computers and Application 20, Mathematics 20, Basic Science and Engineering 35) |
| Duration / अवधि | 90 Minutes / 90 मिनट |
| Marking / अंकन | +1 for correct, −1/3 for wrong, 0 for unattemptedसही उत्तर +1, गलत उत्तर −1/3, अनुत्तरित 0 |
Instructions / निर्देश
- This is the actual question paper of this shift with the official answer key, in real CBT style.यह इस पाली का वास्तविक प्रश्न पत्र है, आधिकारिक उत्तर कुंजी के साथ, वास्तविक CBT जैसा।
- The timer starts when you click Start. The test is submitted automatically when time runs out.Start दबाते ही टाइमर शुरू होगा। समय समाप्त होने पर टेस्ट अपने-आप सबमिट हो जाएगा।
- You can switch between English and Hindi at any time from the top bar.आप ऊपर की पट्टी से कभी भी हिंदी और अंग्रेज़ी के बीच बदल सकते हैं।
- Use the Question Palette to jump to any question. Colours: grey = not visited, red = not answered, green = answered, purple = marked for review.किसी भी प्रश्न पर जाने के लिए प्रश्न पैलेट का प्रयोग करें। रंग: स्लेटी = नहीं देखा, लाल = उत्तर नहीं दिया, हरा = उत्तर दिया, बैंगनी = समीक्षा हेतु चिह्नित।
- Answers marked for review are also counted at submission.समीक्षा हेतु चिह्नित किए गए उत्तर भी सबमिट होने पर गिने जाएंगे।
- After submitting you will see your score, section-wise analysis and the full solution with correct answers.सबमिट करने के बाद आपको अपना स्कोर, खंड-वार विश्लेषण और सही उत्तरों के साथ पूरा हल दिखेगा।
window.QSMT_DATA={“sec”:[“General Awareness / सामान्य जागरूकता”,”General Intelligence and Reasoning / सामान्य बुद्धि एवं तर्कशक्ति”,”Basics of Computers and Application / कंप्यूटर एवं अनुप्रयोग की मूल बातें”,”Mathematics / गणित”,”Basic Science and Engineering / मूल विज्ञान एवं अभियांत्रिकी”],”q”:[{“s”:0,”a”:1,”en”:{“q”:”As per Article 280(1) of the Constitution, the Finance Commission is to be constituted:”,”o”:[“Every seven years or earlier”,”Every five years or earlier”,”Every three years”,”Every four years or earlier”]},”hi”:{“q”:”संविधान के अनुच्छेद 280(1) के अनुसार, वित्त आयोग का गठन __________ किया जाना होता है।”,”o”:[“प्रत्येक चार वर्ष में या उससे पूर्व”,”प्रत्येक पांच वर्ष में या उससे पूर्व”,”प्रत्येक तीन वर्ष में”,”प्रत्येक सात वर्ष में या उससे पूर्व”]}},{“s”:0,”a”:0,”en”:{“q”:”The Kol Uprising, which resisted British law and order intervention, took place in which region?”,”o”:[“Chotanagpur”,”Mysore”,”Awadh”,”Bengal”]},”hi”:{“q”:”कोल विद्रोह, जिसने ब्रिटिश कानून और व्यवस्था के हस्तक्षेप का विरोध किया, किस क्षेत्र में हुआ था?”,”o”:[“छोटानागपुर”,”मैसूर”,”अवध”,”बंगाल”]}},{“s”:0,”a”:2,”en”:{“q”:”Pandit Chhannulal Mishra, who passed away at the age of 89, was associated with which of the following Hindustani classical music gharanas?”,”o”:[“Jaipur-Atrauli Gharana”,”Agra Gharana”,”Banaras Gharana”,”Gwalior Gharana”]},”hi”:{“q”:”पंडित छन्नूलाल मिश्रा, जिनका 89 वर्ष की आयु में निधन हो गया, निम्नलिखित में से किस हिंदुस्तानी शास्त्रीय संगीत घराने से संबंधित थे?”,”o”:[“जयपुर-अतरौली घराना”,”आगरा घराना”,”बनारस घराना”,”ग्वालियर घराना”]}},{“s”:0,”a”:2,”en”:{“q”:”Which folk music tradition from West Bengal, associated with spiritual themes, is performed by wandering minstrels?”,”o”:[“Pandavani”,”Alha”,”Baul”,”Bhavai”]},”hi”:{“q”:”पश्चिम बंगाल की कौन-सी लोक संगीत परंपरा, जो आध्यात्मिक विषयों से संबंधित है, घुमंतू गायकों (wandering minstrels) द्वारा प्रस्तुत की जाती है?”,”o”:[“पांडवनी”,”आल्हा”,”बाउल”,”भवई”]}},{“s”:0,”a”:0,”en”:{“q”:”Shri C. P. Radhakrishnan was sworn in as _____ Vice President of India.”,”o”:[“15th”,”12th”,”13th”,”14th”]},”hi”:{“q”:”श्री सी. पी. राधाकृष्णन ने भारत के _________ उपराष्ट्रपति के रूप में शपथ ली।”,”o”:[“15वें”,”12वें”,”13वें”,”14वें”]}},{“s”:0,”a”:0,”en”:{“q”:”Which of the following was NOT a key component of the 1991 industrial reforms in India?”,”o”:[“Expansion of the public sector in key industries”,”Delicensing of industries”,”Abolition of the Monopolies and Restrictive Trade Practices (MRTP) Act”,”Encouraging Foreign Direct Investment (FDI)”]},”hi”:{“q”:”निम्नलिखित में से कौन-सा, भारत में 1991 के औद्योगिक सुधारों का एक प्रमुख घटक नहीं था?”,”o”:[“प्रमुख उद्योगों में सार्वजनिक क्षेत्र का विस्तार”,”उद्योगों का लाइसेंस रद्द करना”,”एकाधिकार और प्रतिबंधात्मक व्यापार व्यवहार (MRTP) अधिनियम का उन्मूलन”,”प्रत्यक्ष विदेशी निवेश (FDI) को प्रोत्साहित करना”]}},{“s”:0,”a”:2,”en”:{“q”:”Which of the following pairs of peaks and their approximate heights is matched INCORRECTLY?”,”o”:[“Anaimudi – 2695 m”,”Dodabetta – 2637 m”,”Nanga Parbat – 7026 m”,”Kanchenjunga – 8598 m”]},”hi”:{“q”:”निम्नलिखित में से किस युग्म में शिखर और उनकी लगभग ऊँचाई का मिलान गलत है?”,”o”:[“अनाइमुडी – 2695 m”,”डोडाबेट्टा – 2637 m”,”नंगा पर्वत – 7026 m”,”कंचनजंगा – 8598 m”]}},{“s”:0,”a”:2,”en”:{“q”:”When and where did the first session of the Indian National Congress take place?”,”o”:[“January 12, 1885, Calcutta”,”December 28, 1885, Poona”,”December 28, 1885, Bombay”,”December 28, 1852, Poona”]},”hi”:{“q”:”भारतीय राष्ट्रीय कांग्रेस का पहला अधिवेशन कब और कहाँ हुआ था?”,”o”:[“12 जनवरी, 1885, कलकत्ता”,”28 दिसंबर, 1885, पुणे”,”28 दिसंबर, 1885, बंबई”,”28 दिसंबर, 1852, पुणे”]}},{“s”:0,”a”:3,”en”:{“q”:”In 2025, which Indian cricketer became the first Indian pacer to play 50 Test matches for the country?”,”o”:[“Ishant Sharma”,”Mohammed Shami”,”Bhuvneshwar Kumar”,”Jasprit Bumrah”]},”hi”:{“q”:”2025 में, कौन-सा भारतीय क्रिकेटर देश के लिए 50 टेस्ट मैच खेलने वाला पहला भारतीय तेज गेंदबाज बन गया?”,”o”:[“इशांत शर्मा”,”मोहम्मद शमी”,”भुवनेश्वर कुमार”,”जसप्रीत बुमराह”]}},{“s”:0,”a”:2,”en”:{“q”:”The Constitution of India prohibits which of the following types of citizenship?”,”o”:[“Citizenship by registration under statutory provisions”,”Citizenship by naturalisation after fulfilling prescribed conditions”,”Dual citizenship of another country along with Indian citizenship”,”Citizenship by birth within the territory of India”]},”hi”:{“q”:”भारत का संविधान निम्नलिखित में से किस प्रकार की नागरिकता को प्रतिबंधित करता है?”,”o”:[“निर्धारित शर्तों को पूरा करने के बाद देशीयकरण से प्राप्त नागरिकता”,”भारत के क्षेत्र के भीतर जन्म से नागरिकता”,”भारतीय नागरिकता के साथ किसी अन्य देश की दोहरी नागरिकता”,”वैधानिक प्रावधानों के अंतर्गत पंजीकरण द्वारा नागरिकता”]}},{“s”:1,”a”:1,”en”:{“q”:”Vijay starts from point A and drives 10 km towards North. He then takes a left turn, drives 4 km, turns left and drives 12 km. He then takes a left turn and drives 9 km. He takes a final left turn, drives 2 km and stops at point P. How far (shortest distance) and towards which direction should he drive in order to reach point A again? (All turns are 90 degrees turns only unless specified)”,”o”:[“4 km to the west”,”5 km to the west”,”5 km to the east”,”4 km to the east”]},”hi”:{“q”:”विजय बिंदु A से ड्राइव करना प्रारंभ करता है और उत्तर की ओर 10 km ड्राइव करता है। वह बाएँ मुड़ता है और 4 km ड्राइव करता है, फिर से बाएँ मुड़ता है और 12 km ड्राइव करता है। वह फिर से बाएँ मुड़ता है और 9 km ड्राइव करता है। वह अंतिम बार बाएँ मुड़ता है और 2 km ड्राइव करके बिंदु P पर रुक जाता है। बिंदु A पर वापस पहुँचने के लिए उसे कितनी दूर (न्यूनतम दूरी) और किस दिशा में ड्राइव करना चाहिए? (जब तक निर्दिष्ट न किया जाए, सभी मोड़ केवल 90 डिग्री के मोड़ हैं)”,”o”:[“4 km, पूर्व की ओर”,”5 km, पश्चिम की ओर”,”5 km, पूर्व की ओर”,”4 km, पश्चिम की ओर”]}},{“s”:1,”a”:3,”en”:{“q”:”Each of M, N, O, P, Q, R and S plays a game on a different day of a week starting from Monday and ending on Sunday of the same week. M plays the game on Wednesday. Only two persons play the games between M and Q. O plays the game on the day immediately before R but not on Thursday. Only two persons play the games between N and S. N does not play the game on the last day. On which day does P play the game?”,”o”:[“Thursday”,”Tuesday”,”Monday”,”Friday”]},”hi”:{“q”:”M, N, O, P, Q, R और S में से प्रत्येक व्यक्तिसोमवार से शुरू होकर रविवार को समाप्त होने वाले उसी सप्ताह के अलग-अलग दिनों में एक खेल खेलता है। M बुधवार को खेल खेलता है। M और Q के बीच केवल दो ही व्यक्तिखेल खेलते हैं। O, R से ठीक पहले वाले दिन खेलता है, लेकिन गुरुवार को नहीं। N और S के बीच केवल दो ही व्यक्तिखेल खेलते हैं। N अंतिम दिन खेल नहीं खेलता है। P किस दिन खेल खेलेगा?”,”o”:[“गुरुवार”,”सोमवार”,”मंगलवार”,”शुक्रवार”]}},{“s”:1,”a”:3,”en”:{“q”:”LF 58 is related to ID 49 in a certain way. In the same way, YK 36 is related to VI 27. To which of the following is RO 61 related, following the same logic?”,”o”:[“OH 59″,”OV 53″,”OG 55″,”OM 52″]},”hi”:{“q”:”एक निश्चित तरीके से LF 58 का संबंध ID 49 से है। उसी प्रकार, YK 36 का संबंध VI 27 से है। उसी तर्क का अनुसरण करते हुए, RO 61 का संबंध निम्नलिखित में से किससे है?”,”o”:[“OH 59″,”OV 53″,”OG 55″,”OM 52”]}},{“s”:1,”a”:1,”en”:{“q”:”Refer to the following number and symbol series and answer the question that follows. Counting to be done from left to right only. All numbers are single-digit numbers. (Left) 9 1 @ $ 5 1 # 5 9 $ 1 \u0026amp; 4 + 7 = ! 5 \u0026amp; 4 ? (Right)\u003cbr\u003eHow many such symbols are there each of which is immediately preceded by a number and also immediately followed by another number?”,”o”:[“SIX”,”FIVE”,”FOUR”,”THREE”]},”hi”:{“q”:”निम्नलिखित संख्या और प्रतीक श्रृंखला का संदर्भ लें और दिए गए प्रश्न का उत्तर दें। गिनती केवल बाएँ से दाएँ की जानी है। सभी संख्याएँ एकल-अंकीय संख्याएँ हैं।\u003cbr\u003e(बाएँ) 9 1 @ $ 5 1 # 5 9 $ 1 \u0026amp; 4 + 7 = ! 5 \u0026amp; 4 ? (दाएँ)\u003cbr\u003eऐसे कितने प्रतीक हैं जिनमें से प्रत्येक के ठीक पहले एक संख्या है और उसके ठीक बाद भी एक अन्य संख्या है?”,”o”:[“तीन”,”पाँच”,”चार”,”छह”]}},{“s”:1,”a”:2,”en”:{“q”:”A question is followed by two statements numbered I and II. You have to decide whether the data provided in the statements are sufficient to answer the question. Read both the statements and select the most appropriate answer.\u003cbr\u003eSix people, A, B, C, D, E and F, are sitting in a straight line, facing north. Who sits to the immediate left of E?\u003cbr\u003eI. B sits fourth to the right of C. Only one person sits between C and F. D sits third to the right of F.\u003cbr\u003eII. C sits at the extreme left end of the line. Only two people sit between C and E. A sits fourth to the left of D.”,”o”:[“The data in Statement I alone is sufficient to answer the question while data in Statement II is not.”,”The data in Statement II alone is sufficient to answer the question while data in Statement I is not.”,”The data in both Statements I and II put together (and not independently) are sufficient to answer the question.”,”The data in both Statements I and II put together are NOT sufficient to answer the question.”]},”hi”:{“q”:”एक प्रश्न के बाद दो कथन I और II दिए गए हैं। आपको यह तय करना है कि कथनों में दी गई जानकारी प्रश्न का उत्तर देने के लिए पर्याप्त है या नहीं। दोनों कथनों को पढ़िए और सबसे उपयुक्त उत्तर चुनिए। छह व्यक्ति, A, B, C, D, E और F, एक सीधी पंक्तिमें उत्तर दिशा की ओर अभिमुख होकर बैठे हैं। E के ठीक बाएं कौन बैठा है?\u003cbr\u003eI. B, C के दाएं चौथे स्थान पर बैठा है। C और F के बीच केवल एक व्यक्तिबैठा है। D, F के दाएं तीसरे स्थान पर बैठा है।\u003cbr\u003eII. C पंक्तिके बाएं छोर पर बैठा है। C और E के बीच केवल दो व्यक्तिबैठे हैं। A, D के बाएं चौथे स्थान पर बैठा है।”,”o”:[“कथन II में दिया गया डेटा अकेले प्रश्न का उत्तर देने के लिए पर्याप्त है, जबकि कथन I में दिया गया डेटा अकेले प्रश्न का उत्तर देने के लिए पर्याप्त नहीं है।”,”कथन I में दिया गया डेटा अकेले प्रश्न का उत्तर देने के लिए पर्याप्त है, जबकि कथन II में दिया गया डेटा अकेले प्रश्न का उत्तर देने के लिए पर्याप्त नहीं है।”,”कथन I और II दोनों में दिए गए डेटा संयुक्त रूप से (स्वतंत्र रूप से नहीं) प्रश्न का उत्तर देने के लिए पर्याप्त हैं।”,”कथन I और II दोनों में दिए गए डेटा संयुक्त रूप से भी प्रश्न का उत्तर देने के लिए पर्याप्त नहीं हैं।”]}},{“s”:1,”a”:0,”en”:{“q”:”In the following triad, each group of letters is related to the subsequent one following a certain logic. Select from the given options, the one which follows the same logic. MAKE – MEKA – AEMK\u003cbr\u003eLOAD – LDAO – ODLA”,”o”:[“WIND – WDNI – IDWN”,”VIEW – WVIE – EWIV”,”GROW – ROWG – ORGW”,”RENT – RTEN – ENRT”]},”hi”:{“q”:”निम्नलिखित त्रिक में, एक निश्चित तर्क के अनुसार प्रत्येक अक्षर-समूह अगले अक्षर-समूह से संबंधित है। दिए गए विकल्पों में से उस विकल्प का चयन कीजिए जो समान तर्क का अनुसरण करता है। MAKE – MEKA – AEMK\u003cbr\u003eLOAD – LDAO – ODLA”,”o”:[“WIND – WDNI – IDWN”,”VIEW – WVIE – EWIV”,”GROW – ROWG – ORGW”,”RENT – RTEN – ENRT”]}},{“s”:1,”a”:0,”en”:{“q”:”What will come in the place of ‘?’ in the following equation, if ‘+’ and ‘-’ are interchanged and ‘x’ and ‘÷’ are interchanged?\u003cbr\u003e297 x 11 – 17 ÷ 18 + 91 =?”,”o”:[“242″,”240″,”248″,”245″]},”hi”:{“q”:”यदि ‘+’ और ‘-’ को परस्पर बदल दिया जाए तथा ‘x’ और ‘÷’ को परस्पर बदल दिया जाए, तो निम्नलिखित समीकरण में ‘?’ के स्थान पर क्या आएगा?\u003cbr\u003e297 x 11 – 17 ÷ 18 + 91 =?”,”o”:[“242″,”240″,”248″,”245”]}},{“s”:1,”a”:2,”en”:{“q”:”Seven people, C, D, E, F, W, X and Y, are sitting around a circular table facing the centre of the table. Only two people sit between C and D when counted from the left of D. X sits to the immediate right of D. Only three people sit between D and E. F sits to the immediate right of W. How many people sit between Y and F when counted from the right of F?”,”o”:[“One”,”Three”,”Two”,”Zero”]},”hi”:{“q”:”सात व्यक्ति, C, D, E, F, W, X और Y, एक गोल मेज के परित: केंद्र की ओर अभिमुख होकर बैठे हैं। D के बाएं से गिनने पर C और D के बीच केवल दो व्यक्तिबैठे हैं। X, D के ठीक दाएं बैठा है। D और E के बीच केवल तीन व्यक्तिबैठे हैं। F, W के ठीक दाएं बैठा है। F के दाएं से गिनने पर Y और F के बीच कितने व्यक्तिबैठे हैं?”,”o”:[“एक”,”तीन”,”दो”,”एक भी नहीं”]}},{“s”:1,”a”:3,”en”:{“q”:”Refer to the following number and symbol series and answer the question that follows. Counting to be done from left to right only.\u003cbr\u003e(Left) 1 3 € £ 7 4 6 ¥ 2 8 $ 6 3 1 ◇ 1 3 9 ○ 2 5 ☆7 5 9 (Right)\u003cbr\u003eHow many such symbols are there that are immediately preceded by an odd number but not immediately followed by an even number?”,”o”:[“Four”,”Two”,”One”,”Three”]},”hi”:{“q”:”निम्नलिखित संख्या और प्रतीक श्रृंखला का संदर्भ लें और फिर नीचे दिए गए प्रश्न का उत्तर दें। गिनती केवल बाएं से दाएं की जानी चाहिए।\u003cbr\u003e(बाएं) 1 3 € £ 7 4 6 ¥ 2 8 $ 6 3 1 ◇ 1 3 9 ○ 2 5 ☆7 5 9 (दाएं)\u003cbr\u003eऐसे कितने प्रतीक हैं जिनके ठीक पहले एक विषम संख्या है लेकिन ठीक बाद एक सम संख्या नहीं है?”,”o”:[“चार”,”दो”,”एक”,”तीन”]}},{“s”:1,”a”:3,”en”:{“q”:”Select the triad which follows the same pattern as that followed by the two triads given below. Both triads follow the same pattern.\u003cbr\u003eHN-JF-MO\u003cbr\u003eMS-OK-RT”,”o”:[“OU-SM-WY”,”PU-SN-WY”,”PV-SN-UY”,”PV-RN-UW”]},”hi”:{“q”:”उस त्रिक का चयन कीजिए जो नीचे दिए गए दो त्रिकों के समान पैटर्न का अनुसरण करता है। दोनों त्रिक समान पैटर्न का अनुसरण करते हैं।\u003cbr\u003eHN-JF-MO\u003cbr\u003eMS-OK-RT”,”o”:[“OU-SM-WY”,”PU-SN-WY”,”PV-SN-UY”,”PV-RN-UW”]}},{“s”:1,”a”:3,”en”:{“q”:”Refer to the given letter, number and symbol series and answer the question that follows. Counting to be done from left to right only.\u003cbr\u003e(Left) F 5 @ £ T 7 Y € V D © 3 € 6 % X 1 Z £ € G * (Right)\u003cbr\u003eIf all the numbers are dropped from the series, which of the following will be sixth from the left?”,”o”:[“£”,”T”,”Y”,”€”]},”hi”:{“q”:”दी गयी अक्षर, संख्या और प्रतीक श्रृंखला का संदर्भ लें और निम्न प्रश्न का उत्तर दें। गिनती केवल बाएं से दाएं ही करनी है।\u003cbr\u003e(बाएं) F 5 @ £ T 7 Y € V D © 3 € 6 % X 1 Z £ € G * (दाएं)\u003cbr\u003eयदि श्रृंखला से सभी संख्याएँ हटा दी जाएँ, तो निम्नलिखित में से कौन-सा, बाएं से छठे स्थान पर होगा?”,”o”:[“£”,”T”,”Y”,”€”]}},{“s”:1,”a”:2,”en”:{“q”:”19 is related to 64 following a certain logic. Following the same logic, 28 is related to 91. To which of the following is 44 related, following the same logic?\u003cbr\u003e(NOTE: Operations should be performed on the whole numbers, without breaking down the numbers into their constituent digits. E.g. 13 – Operations on 13 such as adding / subtracting / multiplying etc. to 13 can be performed. Breaking down 13 into 1 and 3 and then performing mathematical operations on 1 and 3 is not allowed.)3656″,”o”:[“113″,”193″,”139″,”131″]},”hi”:{“q”:”एक निश्चित तर्क के अनुसार, 19 का संबंध 64 से है। इसी तर्क के अनुसार, 28 का संबंध 91 से है। इसी तर्क का अनुसरण करते हुए, 44 का संबंध निम्नलिखित में से किससे है?\u003cbr\u003e(नोट: संख्याओं को उनके घटक अंकों में तोड़े बिना संक्रियाएं पूर्ण संख्याओं पर की जानी चाहिए। उदाहरण के लिए 13 लीजिए, 13 पर संक्रियाएं जैसे 13 में जोड़ना/घटाना/गुणा आदि की जा सकती है। 13 को 1 व 3 में तोड़ना तथा फिर 1 व 3 पर गणितीय संक्रियाएं करने की अनुमति नहीं है।)”,”o”:[“113″,”193″,”139″,”131”]}},{“s”:1,”a”:1,”en”:{“q”:”In a certain code language,\u003cbr\u003eA + B means ‘A is the son of B’,\u003cbr\u003eA – B means ‘A is the brother of B’,\u003cbr\u003eA x B means ‘A is the wife of B’, and\u003cbr\u003eA ÷ B means ‘A is the father of B’.\u003cbr\u003eBased on the above, how is L related to P if ‘L + M ÷ N x O – P’?”,”o”:[“Brother’s wife’s father”,”Brother’s wife’s brother”,”Wife’s father”,”Wife’s brother”]},”hi”:{“q”:”एक निश्चित कूट भाषा में,\u003cbr\u003eA + B का अर्थ है कि ‘A, B का पुत्र है’,\u003cbr\u003eA – B का अर्थ है कि ‘A, B का भाई है’,\u003cbr\u003eA x B का अर्थ है कि ‘A, B की पत्नी है’, और\u003cbr\u003eA ÷ B का अर्थ है कि ‘A, B का पिता है’।\u003cbr\u003eउपरोक्त के आधार पर, यदि ‘L + M ÷ N x O – P’ है, तो L का P से क्या संबंध है?”,”o”:[“भाई की पत्नी का पिता”,”भाई की पत्नी का भाई”,”पत्नी का पिता”,”पत्नी का भाई”]}},{“s”:1,”a”:0,”en”:{“q”:”Based on the English alphabetical order, three of the following four letter-clusters are alike in a certain way and thus form a group. Which letter-cluster DOES NOT belong to that group?\u003cbr\u003e(Note: The odd one out is not based on the number of consonants/vowels or their position in the letter-cluster.)”,”o”:[“KEH”,”MHJ”,”RMO”,”TOQ”]},”hi”:{“q”:”अंग्रेजी वर्णमाला क्रम के आधार पर, निम्नलिखित चार अक्षर-समूहों में से तीन एक निश्चित तरीके से समान हैं और इस प्रकार एक ग्रुप बनाते हैं। कौन-सा अक्षर-समूह उस ग्रुप से संबंधित नहीं है?\u003cbr\u003e(नोट: असंगत अक्षर-समूह, व्यंजनों/स्वरों की संख्या या उनकी स्थिति पर आधारित नहीं है।)”,”o”:[“KEH”,”MHJ”,”RMO”,”TOQ”]}},{“s”:1,”a”:0,”en”:{“q”:”10 is related to 22 following a certain logic. Following the same logic, 24 is related to 50. To which of the given options is 6 related, following the same logic?\u003cbr\u003e(NOTE: Operations should be performed on the whole numbers, without breaking down the numbers into their constituent digits. E.g. 13 – Operations on 13 such as adding to/subtracting from/multiplying with 13 can be performed. Breaking down 13 into 1 and 3 and then performing mathematical operations on 1 and 3 is not allowed.)”,”o”:[“14″,”18″,”16″,”12″]},”hi”:{“q”:”एक निश्चित तर्क अनुसरण करते हुए 10 का संबंध 22 से है। उसी तर्क का अनुसरण करते हुए, 24 का संबंध 50 से है। उसी तर्क का अनुसरण करते हुए, 6 का संबंध दिए गए विकल्पों में से किससे है? (नोट: संख्याओं को उनके घटक अंकों में तोड़े बिना, पूर्ण संख्याओं पर संक्रियाएं की जानी चाहिए। उदाहरण के लिए 13 लीजिए, 13 पर संक्रियाएं जैसे कि 13 में जोड़ना/घटाना/गुणा करना, किया जा सकता है। 13 को 1 और 3 में तोड़ना तथा फिर 1 और 3 पर गणितीय संक्रियाएं करने की अनुमति नहीं है।)”,”o”:[“14″,”18″,”16″,”12”]}},{“s”:2,”a”:1,”en”:{“q”:”What shortcut key is used in Windows OS to navigate between open programs?”,”o”:[“Alt + Del”,”Alt + Tab”,”Alt + Ins”,”Alt + F4″]},”hi”:{“q”:”विंडोज ऑपरेटिंग सिस्टम में, ओपेन प्रोग्रामों के बीच नेविगेट करने हेतु किस शॉर्टकट कुंजी का उपयोग किया जाता है?”,”o”:[“Alt + Del”,”Alt + Tab”,”Alt + Ins”,”Alt + F4″]}},{“s”:2,”a”:2,”en”:{“q”:”In MS Excel, which option allows you to insert a new column between column B and C?”,”o”:[“Select Column C → Press Delete”,”Use \u0026quot;Clear Contents\u0026quot; option”,”Right-click on Column C header → Insert”,”Right-click on Column B header → Delete”]},”hi”:{“q”:”एमएस एक्सेल में, कौन-सा विकल्प आपको कॉलम B और C के बीच एक नया कॉलम इन्सर्ट करने की सुविधा देता है?”,”o”:[“कॉलम C चुनें → Delete दबाएँ”,”\u0026quot;क्लियर कंटेंट्स (Clear Contents)\u0026quot; ऑप्शन का इस्तेमाल करें”,”कॉलम C हेडर पर राइट-क्लिक करें → Insert”,”कॉलम B हेडर पर राइट-क्लिक करें → Delete”]}},{“s”:2,”a”:3,”en”:{“q”:”In R1C1 reference style, how is the cell located at column E and row 8 represented in Microsoft Excel 2021?”,”o”:[“8R5C”,”RC85″,”8RC5″,”R8C5″]},”hi”:{“q”:”R1C1 रेफरेंस स्टाइल में, Microsoft Excel 2021 में कॉलम E और पंक्ति8 पर स्थित सेल को कैसे दर्शाया जाता है?”,”o”:[“8R5C”,”RC85″,”8RC5″,”R8C5″]}},{“s”:2,”a”:0,”en”:{“q”:”Clip art includes:”,”o”:[“Animated GIFs \u0026amp; drawings”,”Only videos”,”Sound files”,”Only charts”]},”hi”:{“q”:”क्लिप आर्ट में _________ शामिल हैं।”,”o”:[“एनिमेटेड GIF और ड्रॉइंग”,”सिर्फ़ वीडियो”,”साउंड फ़ाइलें”,”सिर्फ़ चार्ट”]}},{“s”:2,”a”:3,”en”:{“q”:”Which shortcut allows you to select an entire sentence in MS Word 365 without dragging the mouse?”,”o”:[“Ctrl + Shift + End”,”Ctrl + Click anywhere in the sentence”,”Ctrl + Shift + →”,”Ctrl + Click”]},”hi”:{“q”:”एमएस वर्ड 365 में माउस को ड्रैग किए बिना पूरे वाक्य को चुनने के लिए कौन सा शॉर्टकट काम आता है?”,”o”:[“Ctrl + Shift + End”,”Ctrl + वाक्य में कहीं भी क्लिक करें”,”Ctrl + Shift + →”,”Ctrl + Click”]}},{“s”:2,”a”:3,”en”:{“q”:”You have a large, comma-separated data set pasted into Word, where each line represents a new row and the commas (,) separate the data that should occupy individual cells. To accurately convert this text into a table while ensuring the data is parsed correctly, which sequence of actions must you take while using MS Word in Microsoft 365?”,”o”:[“Select the entire text, open the Table Properties dialog box, navigate to the Row tab, and specify a fixed row height, which automatically triggers the conversion.”,”Select the entire text, go to the Insert tab, click Table, and select Quick Tables, then choose the appropriate style.”,”Select the entire text, go to the Layout tab (under Table Tools), select Text Direction, and choose the Convert Text to Table option.”,”Select the entire text, go to the Insert tab, click Table, and select Convert Text to Table, then confirm that the separator character is set to Commas.”]},”hi”:{“q”:”आपके पास Word में पेस्ट किया हुआ एक बड़ा, कॉमा से अलग किया हुआ डेटा सेट है, जहाँ हर लाइन एक नई पंक्तिदर्शाती है और कॉमा (,) उस डेटा को अलग करते हैं जिसे अलग-अलग सेल में होना चाहिए। इस टेक्स्ट को सही तरीके से टेबल में बदलने के लिए, यह पक्का करते हुए कि डेटा सही तरीके से पार्स हो, Microsoft 365 में MS Word का इस्तेमाल करते समय आपको कौन से काम करने होंगे?”,”o”:[“पूरे टेक्स्ट का चयन करें, टेबल प्रॉपर्टीज़ डायलॉग बॉक्स खोलें, रो टैब पर जाएं और पंक्तिकी एक निश्चित ऊंचाई निर्दिष्ट करें, जिससे रूपांतरण स्वचालित रूप से शुरू हो जाएगा।”,”पूरे टेक्स्ट को सेलेक्ट करें, इन्सर्ट टैब पर जाएं, टेबल पर क्लिक करें और क्विक टेबल्स चुनें, फिर उपयुक्त स्टाइल चुनें।”,”पूरे टेक्स्ट को सेलेक्ट करें, लेआउट टैब (टेबल टूल्स के अंतर्गत) पर जाएं, टेक्स्ट डायरेक्शन चुनें और कन्वर्ट टेक्स्ट टु टेबल ऑप्शन चुनें।”,”पूरे टेक्स्ट को चुनें, इन्सर्ट टैब पर जाएं, टेबल पर क्लिक करें और कन्वर्ट टेक्स्ट टु टेबल चुनें, फिर पुष्टि करें कि विभाजक वर्ण अल्पविराम पर सेट है।”]}},{“s”:2,”a”:3,”en”:{“q”:”How can a user attach a file to an e-mail in most e-mail clients?”,”o”:[“Press Ctrl + A to attach a file”,”Click the \u0026#x27;Send\u0026#x27; button and select a file”,”Go to the Edit menu and select \u0026#x27;Add File\u0026#x27;”,”Click the \u0026#x27;Attach File\u0026#x27; or paperclip icon and select a file”]},”hi”:{“q”:”अधिकांश ई-मेल क्लाइंट में उपयोगकर्ता ई-मेल में फ़ाइल किस प्रकार अटैच (attach) कर सकता है?”,”o”:[“फ़ाइल अटैच करने के लिए Ctrl + A दबाएँ”,”\u0026#x27;Send\u0026#x27; बटन पर क्लिक कीजिए तथा एक फ़ाइल सिलेक्ट कीजिए”,”Edit मेनू पर जाएँ तथा \u0026#x27;Add File\u0026#x27; सिलेक्ट कीजिए”,”\u0026#x27;Attach File\u0026#x27; या पेपरक्लिप आइकन पर क्लिक कीजिए तथा एक फ़ाइल सिलेक्ट कीजिए”]}},{“s”:2,”a”:0,”en”:{“q”:”Which of the following best describes the role of PCB in a computer system?”,”o”:[“A physical board connecting electronic components”,”An input device for transferring data”,”A software tool for virus removal”,”A protocol used in wireless networks”]},”hi”:{“q”:”निम्नलिखित में से कौन-सा विकल्प कंप्यूटर सिस्टम में PCB की भूमिका का सबसे अच्छा वर्णन करता है?”,”o”:[“इलेक्ट्रॉनिक घटकों को जोड़ने वाला एक भौतिक बोर्ड”,”डेटा स्थानांतरित करने के लिए एक इनपुट डिवाइस”,”वायरस हटाने के लिए एक सॉफ्टवेयर टूल”,”वायरलेस नेटवर्क में प्रयुक्त एक प्रोटोकॉल”]}},{“s”:2,”a”:2,”en”:{“q”:”An email containing sensitive information is received from a client. It needs to be forwarded to a colleague for further action. What measures should be taken to safeguard the sensitive information during this process?”,”o”:[“Delete the mail containing sensitive information”,”Forward the email as is.”,”Redact the sensitive information before forwarding.”,”Call your colleague and verbally share the sensitive information.”]},”hi”:{“q”:”एक क्लाईंट से संवेदनशील जानकारी वाला ईमेल प्राप्त हुआ है। इसे आगे की कार्रवाई के लिए एक सहकर्मी को अग्रेषित करना आवश्यक है। इस प्रक्रिया के दौरान संवेदनशील जानकारी की सुरक्षा के लिए क्या उपाय किए जाने चाहिए?”,”o”:[“ईमेल को बिना किसी बदलाव के आगे भेज दें।”,”संवेदनशील जानकारी वाले ईमेल को डिलीट करें।”,”आगे भेजने से पहले संवेदनशील जानकारी को संपादित कर लें।”,”अपने सहकर्मी को फोन करें और मौखिक रूप से संवेदनशील जानकारी साझा करें।”]}},{“s”:2,”a”:0,”en”:{“q”:”Where can you find options to change the design template of your presentation?”,”o”:[“Design tab”,”Insert tab”,”Home tab”,”View tab”]},”hi”:{“q”:”आप अपने प्रेजेंटेशन के डिज़ाइन टेम्पलेट को बदलने के विकल्प कहाँ पा सकते हैं?”,”o”:[“डिज़ाइन टैब (Design tab)”,”इन्सर्ट टैब (Insert tab)”,”होम टैब (Home tab)”,”व्यू टैब (View tab)”]}},{“s”:2,”a”:0,”en”:{“q”:”What factors should be considered for optimal document printing results?”,”o”:[“Printer selection, paper type, print quality, color options, and page range settings affect printing outcomes and resource efficiency.”,”Printing settings have no impact on final results.”,”All documents print identically regardless of settings.”,”Default printing settings are always appropriate.”]},”hi”:{“q”:”What factors should be considered for optimal document printing results?”,”o”:[“Printer selection, paper type, print quality, color options, and page range settings affect printing outcomes and resource efficiency.”,”Printing settings have no impact on final results.”,”All documents print identically regardless of settings.”,”Default printing settings are always appropriate.”]}},{“s”:2,”a”:3,”en”:{“q”:”What is the difference between Reply and Forward in email?”,”o”:[“Reply deletes the original message, while Forward saves it.”,”Reply sends the email to all contacts, Forward sends it to none.”,”Reply encrypts the email, Forward does not.”,”Reply sends your response only to the original sender, while Forward sends the email to a new recipient.”]},”hi”:{“q”:”ईमेल में रिप्लाई और फॉरवर्ड में क्या अंतर है?”,”o”:[“रिप्लाई करने से मूल संदेश डिलीट हो जाता है, जबकि फॉरवर्ड करने से वह सेव हो जाता है।”,”रिप्लाई करने पर ईमेल सभी संपर्कों को भेजा जाता है, जबकि फॉरवर्ड करने पर किसी को नहीं भेजा जाता।”,”रिप्लाई ईमेल को एन्क्रिप्ट करता है, जबकि फॉरवर्ड ऐसा नहीं करता।”,”रिप्लाई विकल्प आपके जवाब को केवल मूल प्रेषक को भेजता है, जबकि फॉरवर्ड विकल्प ईमेल को एक नए प्राप्तकर्ता को भेजता है।”]}},{“s”:2,”a”:2,”en”:{“q”:”Which of the following statements about Power Saving Mode in MS Word is TRUE?”,”o”:[“Power Saving Mode in Word automatically converts all documents to plain text to save energy.”,”MS Word has a dedicated “Power Saving Mode” that reduces CPU usage and disables editing features”,”MS Word automatically adjusts performance and reduces background operations when the computer’s power-saving mode is enabled”,”Enabling Power Saving Mode in Word disables printing and spell-checking permanently”]},”hi”:{“q”:”एमएस वर्ड में पावर सेविंग मोड के बारे में निम्नलिखित में से कौन-सा कथन सत्य है?”,”o”:[“वर्ड में पावर सेविंग मोड एनर्जी बचाने के लिए सभी डॉक्यूमेंट्स को अपने आप प्लेन टेक्स्ट में बदल देता है”,”MS Word में एक खास “Power Saving Mode” है जो CPU का इस्तेमाल कम करता है और एडिटिंग फीचर्स को बंद कर देता है”,”जब कंप्यूटर का पावर-सेविंग मोड चालू होता है, तो MS Word अपने आप परफॉर्मेंस को एडजस्ट करता है और बैकग्राउंड ऑपरेशन को कम करता है”,”वर्ड में पावर सेविंग मोड चालू करने से प्रिंटिंग और स्पेल-चेकिंग हमेशा के लिए बंद हो जाती है”]}},{“s”:2,”a”:3,”en”:{“q”:”Windows comes with a __________ that displays currently opened programs. It also allows users to access any specific programs.”,”o”:[“start menu”,”task manager”,”file explorer”,”taskbar”]},”hi”:{“q”:”विंडोज़ एक __________ के साथ आता है जो वर्तमान में खुले हुए प्रोग्राम प्रदर्शित करता है। यह उपयोगकर्ताओं को किसी भी विशिष्ट प्रोग्राम तक पहुँचने की भी सुविधा देता है।”,”o”:[“स्टार्ट मेन्यू (start menu)”,”टास्क मैनेजर (task manager)”,”फ़ाइल एक्सप्लोरर (file explorer)”,”टास्कबार (taskbar)”]}},{“s”:2,”a”:3,”en”:{“q”:”In MS PowerPoint, which feature enables inserting tables from MS Word or MS Excel?”,”o”:[“Home \u0026gt; Table”,”File \u0026gt; Import”,”Insert \u0026gt; Table”,”Insert \u0026gt; Object”]},”hi”:{“q”:”एमएस पावरपॉइंट में, कौन-सा फीचर एमएस वर्ड या एमएस एक्सेल से तालिकाओं को इन्सर्ट करने में सक्षम बनाता है?”,”o”:[“Home \u0026gt; Table”,”File \u0026gt; Import”,”Insert \u0026gt; Table”,”Insert \u0026gt; Object”]}},{“s”:2,”a”:1,”en”:{“q”:”Consider the following statements regarding inserting and deleting rows and columns in tables in MS Word 2021:\u003cbr\u003eNew rows can be inserted only at the end of a table using the Tab key.\u003cbr\u003eThe Layout tab under Table Tools allows users to insert or delete rows and columns at any position within the table.\u003cbr\u003eThe Right-click context menu provides quick options for inserting and deleting rows or columns.\u003cbr\u003eWhich of the above statements is/are correct?”,”o”:[“Statement Only 1 and Statement 3″,”Statement Only 2 and Statement 3″,”Statement Only 1 and Statement 2″,”Statement 1, Statement 2, and Statement 3″]},”hi”:{“q”:”एमएस वर्ड 2021 में टेबल में पंक्तियों और स्तंभों को इन्सर्ट करने और डिलीट करने के संबंध में निम्नलिखित कथनों पर विचार करें:\u003cbr\u003eटैब कुंजी का उपयोग करके केवल टेबल के अंत में नई पंक्तियाँ इन्सर्ट की जा सकती हैं।\u003cbr\u003eटेबल टूल्स के अंतर्गत लेआउट टैब उपयोगकर्ताओं को टेबल के भीतर किसी भी स्थान पर पंक्तियों और स्तंभों को इन्सर्ट करने या डिलीट करने की सुविधा देता है।\u003cbr\u003eराइट-क्लिक कॉन्टेक्स्ट मेनू पंक्तियों या स्तंभों को इन्सर्ट करने या डिलीट करने के लिए त्वरित विकल्प प्रदान करता है।\u003cbr\u003eउपरोक्त कथनों में से कौन-सा/से कथन सही है/हैं?”,”o”:[“केवल कथन 1 और कथन 3″,”केवल कथन 2 और कथन 3″,”केवल कथन 1 और कथन 2″,”कथन 1, कथन 2 और कथन 3”]}},{“s”:2,”a”:3,”en”:{“q”:”Which toolbar in Excel or Office applications allows you to draw shapes, arrows, and flowchart elements?”,”o”:[“Standard Toolbar”,”Formatting Toolbar”,”Formula Toolbar”,”Drawing Toolbar”]},”hi”:{“q”:”एक्सेल या ऑफिस एप्लिकेशन में कौन-सा टूलबार आपको आकृतियाँ, तीर और फ्लोचार्ट तत्व बनाने की सुविधा देता है?”,”o”:[“स्टैंडर्ड टूलबार (Standard Toolbar)”,”फ़ॉर्मेटिंग टूलबार (Formatting Toolbar)”,”फ़ॉर्मूला टूलबार (Formula Toolbar)”,”ड्राइंग टूलबार (Drawing Toolbar)”]}},{“s”:2,”a”:1,”en”:{“q”:”In a switched Ethernet LAN, which switching method begins forwarding a frame as soon as the destination MAC address is read, resulting in the lowest latency but higher risk of forwarding corrupted frames?”,”o”:[“Token Passing”,”Cut-Through Switching”,”Fragment-Free Switching”,”Store-and-Forward Switching”]},”hi”:{“q”:”स्विच्ड ईथरनेट लैन में, कौन-सी स्विचिंग विधि गंतव्य मैक एड्रेस पढ़ते ही फ्रेम को अग्रेषित करना शुरू कर देती है, जिसके परिणामस्वरूप सबसे कम विलंबता होती है लेकिन करप्टेड फ्रेम अग्रेषित करने का जोखिम अधिक होता है?”,”o”:[“टोकन पासिंग”,”कट-थ्रू स्विचिंग”,”फ्रैगमेंट-फ्री स्विचिंग”,”स्टोर-एंड-फॉरवर्ड स्विचिंग”]}},{“s”:2,”a”:1,”en”:{“q”:”The system software component _____ is responsible for booting up the computer system.”,”o”:[“HDMI/VGA”,”BIOS/UEFI”,”CLI/GUI”,”CGI/ETF”]},”hi”:{“q”:”सिस्टम सॉफ्टवेयर घटक _____ कंप्यूटर सिस्टम को बूट करने के लिए जिम्मेदार है।”,”o”:[“HDMI/VGA”,”BIOS/UEFI”,”CLI/GUI”,”CGI/ETF”]}},{“s”:2,”a”:2,”en”:{“q”:”Which of the following is a correct combination of commonly used Internet services and their primary functions?”,”o”:[“FTP – browsing websites; Email – live chatting; VoIP – printing files”,”WWW – file transfer; Email – real-time video calling; Telnet – sending photos”,”FTP – transferring files; VoIP – voice communication; Email – sending and receiving messages”,”Email – remote access; WWW – file encryption; FTP – managing hardware drivers”]},”hi”:{“q”:”निम्नलिखित में से कौन-सा सामान्यतः प्रयुक्त इंटरनेट सेवाओं और उनके प्राथमिक कार्यों का सही संयोजन है?”,”o”:[“FTP – वेबसाइट ब्राउज़ करना; Email – लाइव चैटिंग; VoIP – फ़ाइलें प्रिंट करना”,”WWW – फ़ाइल स्थानांतरण; Email – वास्तविक समय वीडियो कॉलिंग; Telnet – फ़ोटो भेजना”,”FTP – फ़ाइलें स्थानांतरित करना; VoIP – ध्वनि संचार; Email – संदेश भेजना और प्राप्त करना”,”Email – दूरस्थ पहुँच; WWW – फ़ाइल एन्क्रिप्शन; FTP – हार्डवेयर ड्राइवरों का प्रबंधन”]}},{“s”:3,”a”:2,”en”:{“q”:”\u003cimg class=\”qimg\” 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\” 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src=\”data:image/png;base64,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\” alt=\”\” style=\”width:21px\”\u003e”,”\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:19px\”\u003e”,”\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:25px\”\u003e”]},”hi”:{“q”:”यदि E और F दो परस्पर अपवर्जी घटनाएँ हैं जैसे कि\u003cimg class=\”qimg\” src=\”data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHEAAAA8BAMAAACjlkhRAAAAMFBMVEX////7+/vx8fHj4+PNzc29vb2qqqqWlpaBgYFsbGxVVVVCQkIrKysVFRUFBQUAAABuzOEBAAADW0lEQVR42u2WP2wbVRjAf8++8E8hvjsbwda7i+kAQortJHRicIMoYgDasHRCRaKwdUq6VIKJqEJigCWVKBMTTScklkC20LSJE3WoqLDvXAQClebe2WGo2tqPwXeXJr7U9c1903d338/f5+/vg6FOZvr8+nuhOCRZtfVQ1IYkT2QtUtnsnF8hnc3OD8+QzubDjj8hn5D9pGFEkjD0YUgxdTwS8x9YB+jriH7SKT2kUUk0mp21xNSJvtdvfWHH5o/NJRp9uuGpxo39XWY6DRnJqjHhNBO7DHjQIysA+DLANG60KyFY+z1jJ9l8cDYWtQUA/9qlgMJoc2QhVHibjXe/HRBb2Z7JeWKyoguzEyhZqEopW2VwTXtAWsx31Of5k+43VvbkGch/db9kGMduQnax+mhQkxLl11cmrT8P/Q1+gJK4AeDZwFNfh3q3z/WRKgC1sfWGnhn7FRRAccwFFZSA7Meh3uq55BrqSgORC8J3R177EvCMAd72Eg+7pOm0N0AFFtC5EHmbSAoMWwYRaY5Y1wHVNIB7p/dEc7ciXTQg77wwUQ8gAMicbRWvQ/i09xz5MJK6nwQaUJwpjK0F7C9xHdBOhQ93Lid5O/WyurrUfDb8tYWdT3c/j8yHwj+XgSu/xR8CNODqVlCXsXv+H71S1wMAJyIBfH+fzbXPAFSoi+9qkbOojVBPHpAVANWytnrSlVFA6B5wP+qN7qPIdhSiupg8tCQsCXSWH2MOqVYcXFE8BUZzQJcJnUzvL93SwQQDKlUPYW0OqL7ZwxSPLgHd1kv6zowligUKE4sYujeAnDeZdpYAJV/R787lM/MBxugm9kByOQqc8jXrrzAgXcl4QyYTxbJz+yKg7Y6k+o4RJwHTqR0wQ8bfrK5e3Ds1u42iHpd58Xk3ERTTH20vru+b8bKRKcfbwfETnRXFSq6x/Mv+7dBoxWTGqiens/D+2iW37yYl13Ox5+t3EsHs8X9XZBDPkcc/4vD3N79Trjf85hVO7r/Tc9UUO1uUc76XP1pKse1tde3Crdk0pNH1ZK235oa7pQpDbYqasNLdTZQr9FSkHk264UglhQ0qSGHTzVhCV80UNmttxyhvp6ihbq1Vssv+CkB2OG/Fc6+Ov/jj6t3hr4ni9Z+3f+r14v9FER8WyBjqSQAAAABJRU5ErkJggg==\” alt=\”\” style=\”width:72px\”\u003eऔर\u003cimg class=\”qimg\” src=\”data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAG8AAAA8BAMAAACa8fkKAAAAMFBMVEX////8/Pzz8/Pr6+ve3t7Nzc27u7urq6uUlJSCgoJra2tTU1NDQ0MmJiYREREAAADBco51AAADK0lEQVR42u2Xy2/cVBSHv2sbqqKSsT1sUT2eCStYzCQVsEEtqaqsmyZF6oZH6WPNoln0D4jYoqpSUVmxIuWxoAhQaCNWSJmmWSEV8AMkCGpq+yZZhU7mdjH2TMiYDPa6d3U8Pp/Oub97zzkeKLK0Uze8t1OzGDjlZqZREKwepUzE3RtfUhIMyoF7s34KPgX7y7JSQ1hmEVCbey+19AvH/9PdHgbdWmYJreHkccb7TcbPD/381vWMFNPXc0MeihMVr+8v5KrrZ0WjvG13TQ6D3UWg0wNPAqg4kNi12/qJ1OHOH/W8iI8vDrJeAIhXPpY0OuEzC6nD67++bMqDVU22JiqBmJwyNTuSKqk2kyQRLTzbHXEcZz/hm0tfHXvT1JxOuHN5rXth7uwXEk/WDgaNJEAl7eWG81flZ4glKhE+ELjAs59mmzs3BCoJ3XvhG6YYkxBLYDLyUckrgD6buv09HLHXvUILUcnUmP7zKkhrRKq9AzcTxFgKVmvbP0BgAbuLqdtGLiiwzQRRCQGoayak4D9ze33tvl5qFQOoui8djyRIAH1h0/2R9OHfa/qd/g26GBrA+OwL3Xth//2eijI+SI1HN/NSHb+ivr8VPpd2+Xn90uDtlUzVm8B3D/qphhjAL8vK688EvO1BliKTdgcgivZF/Gk+lbZHRIEEHAUofy+YcxwAatNZ61nfPgZqAdCZz9Q4EMxUWQGwJNBZ/B89ZwD2dpeMqA7NQTcBulsOVE3Scqr5I8DzJ2icAej+bpvGGUecPA1gmyNAPF9FDwDEuWvOYS/pel8DHPusOeKSL2WaqUh31peAhwCNKG+P2uRpvEUJYAzaz2/b7nL2pNW9vJYjJmfNlfb9fQ059ht9Xcef9/NA98UPl+szDIFaKxsBzd08bUQturVqt4ZGQHtzKsu0uRHmgc7nUXurNfRJFrfHshvW3sjLVPkBvjxcbi7q99fLDVahwnJgS62WA93KnXJgPfJLgVUr7TJFwYazJMuAev1RUOo7x24+XKs3i4OifuTu1ql3i/8LqM40w1cndgpfN/Ga343jzkeFI2ozlrDohIX3KCZMQAUATwAFdxq/BgBQTQAAAABJRU5ErkJggg==\” alt=\”\” style=\”width:71px\”\u003eहै, तो P(न तो E और न ही F) ज्ञात कीजिए।”,”o”:[“\u003cimg class=\”qimg\” 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alt=\”\” style=\”width:26px\”\u003e”,”\u003cimg class=\”qimg\” 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src=\”data:image/png;base64,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\” alt=\”\” style=\”width:25px\”\u003e”]}},{“s”:3,”a”:0,”en”:{“q”:”Find the product of all the possible values of ‘a’ for a\u003csup\u003e2\u003c/sup\u003e x\u003csup\u003e2\u003c/sup\u003e + a\u003csup\u003e3/2\u003c/sup\u003ex + 3 = 0 to be a quadratic equation with discriminant 28a.”,”o”:[“-28″,”14″,”-12″,”0″]},”hi”:{“q”:”a\u003csup\u003e2\u003c/sup\u003e x\u003csup\u003e2\u003c/sup\u003e + a\u003csup\u003e3/2\u003c/sup\u003ex + 3 = 0 के लिए ‘a’ के सभी संभावित मानों का गुणनफल ज्ञात कीजिए ताकि यह एक द्विघात समीकरण हो, जिसका विविक्तकर 28a हो।”,”o”:[“-28″,”14″,”-12″,”0″]}},{“s”:3,”a”:0,”en”:{“q”:”\u003cimg class=\”qimg\” src=\”data:image/png;base64,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src=\”data:image/png;base64,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\” alt=\”\” style=\”width:17px\”\u003eहै। यदि क्रिस पहले सवाल का सही जवाब नहीं देता है, तो उसके दूसरे सवाल का सही जवाब देने की प्रायिकता\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:17px\”\u003eहै। क्रिस के दूसरे सवाल का गलत जवाब देने की प्रायिकता ज्ञात कीजिए। [नोट: मान लीजिए कि प्रत्येक सवाल का जवाब – या तो सही या गलत दिया जाएगा।]”,”o”:[“\u003cimg class=\”qimg\” 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src=\”data:image/png;base64,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\” alt=\”\” style=\”width:23px\”\u003e”]}},{“s”:3,”a”:0,”en”:{“q”:”Find the coordinates of a point P on the x-axis which is equidistant from the points A(2,3) and B(–4,5).”,”o”:[“\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:82px\”\u003e”,”\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:36px\”\u003e”,”\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:62px\”\u003e”,”\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:55px\”\u003e”]},”hi”:{“q”:”x-अक्ष पर स्थित उस बिंदु P के निर्देशांक ज्ञात कीजिए जो बिंदुओं A(2,3) और B(–4,5) से समान दूरी पर स्थित है।”,”o”:[“\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:82px\”\u003e”,”\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:36px\”\u003e”,”\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:62px\”\u003e”,”\u003cimg class=\”qimg\” src=\”data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFcAAAAeBAMAAACrsZ/7AAAAMFBMVEX///////7+/fz89e/+8uv+8ur+8un88ur06+Tg2NHIwLmmoZ2PhoBza2RTSEEYDgZJ4S9ZAAACkElEQVR42nWUwW4cRRCGv+oMkVACUzW2Ii42s7vAMcJxFCmHSBbxE6A8ADI8Qd4ir8Ah8RUJhRMniJIbB+JdSzkgsL2zcAGBdrqW3JDczWFmHXlj92Wk6b//+v+qv1uAbzfvAEBlD6YWuWC98/Do5dMmwF3t94X1ZFy4sldlJMCe/tL9UdtZXIzldFYpBD6o5vsdsa0n/BJ0G24oBaavD3sZp5AjIKMtIJ9MANZule14cbxtUBA2v++wpkqnPox2gZwmgAx3y5+nC6Y7Sgh7qVNhJmvLomZmpt3BYbkY1UgbPidcrfNh34v7Ze9PDHpFyK00WVP4jk8opDzqyFhPoJ3B8iBKtREBPtPjyEf5+j+NUUj9E4CI3ZudNTkdPLvy4Pph56RpF6bgNwmUESCzLm9GMG2RujNbkTNWkaMSpGut2T3O0LmZoNosh9e4nD53FwL6GBDRV78r/UzSAYiOey/jFoO0rxQdQG98rT3RN11ztuIyUTlDjn4NCsFBxIZLcP+12FXRjgwcQh+ht8IweBNVAzJAkVFHtJwumTvC7X7y+KYA0VEoQF1U3nuk51IfdL5SSiHge5jsoOe3zi5MZitofEH4wikyapisSq6Sw1qdJi4WyNFDnSlYGHZ/el4EYu0MBoOWFvuXCCJOkWcqmlaJRySHalgSffC6PHLQhpAXH9vubPU6WRmBanuLsdcVv2YYRMJ/M/lqrKvMIS1Px+bKp3OHO/xGSI/DBSMheR//dLAoT544e+kpBemPDzWvYueTGXBiG+Tpj+XfDsOpU0j2jbpZBR8fA8xuA/MfwlHmLtEJdq0NesljwZLF+fL9v5ygReujy7BtA1DDu3W7D0F2XvolDxwSnwHiIPrnIfwPoz0AwSV/mYwAAAAASUVORK5CYII=\” alt=\”\” style=\”width:55px\”\u003e”]}},{“s”:3,”a”:2,”en”:{“q”:”The following table represents the marks obtained by six students in an aptitude test. Study the data carefully and answer the questions given below by matching the following types.\u003cbr\u003eStudent A B C D E F\u003cbr\u003eMarks 48 50 52 55 60 65\u003cbr\u003eMatch the following (standard deviation values are rounded off to two decimal places): A. Standard deviation of entire dataset I. 5.88 B. Standard deviation of only the middle four values (B, C, D, E) II. 3.77 C. Standard deviation of only first three values (A, B, C) III. 4.08 D. Standard deviation of only last three values (D, E, F) IV. 1.63″,”o”:[“A − II, B − IV, C − III, D −I”,”A − II, B − IV, C − I, D − III”,”A − I, B − II, C − IV, D − III”,”A − I, B − II, C − III, D − IV”]},”hi”:{“q”:”नीचे दी गई तालिका में छह विद्यार्थियों द्वारा एप्टीट्यूड (aptitude) परीक्षा में प्राप्त अंक दर्शाए गए हैं। आंकड़ों का ध्यानपूर्वक अध्यन कीजिए और नीचे दिए गए प्रश्नों के उत्तर प्रकारों को सुमेलित कीजिए। विद्यार्थी A B C D E F\u003cbr\u003eअंक 48 50 52 55 60 65\u003cbr\u003eनिम्नलिखित को सुमेलित कीजिए। (मानक विचलन मानों को दो दशमलव स्थानों तक पूर्णांकित किया गया है)\u003cbr\u003eA. संपूर्ण डेटासेट का मानक विचलन I. 5.88\u003cbr\u003eB. केवल मध्य के चार मानों (B, C, D, E) का मानक विचलनII. 3.77\u003cbr\u003eC. केवल पहले तीन मानों (A, B, C) का मानक विचलन III. 4.08\u003cbr\u003eD. केवल अंतिम तीन मानों (D, E, F) का मानक विचलन IV. 1.63″,”o”:[“A − II, B − IV, C − III, D −I”,”A − II, B − IV, C − I, D − III”,”A − I, B − II, C − IV, D − III”,”A − I, B − II, C − III, D − IV”]}},{“s”:3,”a”:2,”en”:{“q”:”The number of elements in the Power set P(S) of the set S = {1, 2, 3, 4, 5, 6 ,7, 8} is:”,”o”:[“247″,”258″,”256″,”250″]},”hi”:{“q”:”समुच्चय S = {1, 2, 3, 4, 5, 6 ,7, 8} के घात समुच्चय P(S) में अवयवों की संख्या ज्ञात कीजिए।”,”o”:[“247″,”258″,”256″,”250”]}},{“s”:3,”a”:1,”en”:{“q”:”\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:513px\”\u003e”,”o”:[“6″,”13″,”12″,”5″]},”hi”:{“q”:”यदि समीकरण\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:109px\”\u003eके मूल\u003cimg class=\”qimg\” src=\”data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABMAAAAQBAMAAAAG6llRAAAAMFBMVEX+/Pr+8uv+8ur+8un98ur16+Tl3dbKwbqup6KdkYmCeHFrYlxVS0Q/Ni8rIhsbFBBGzuYDAAAArklEQVR42gXBMU4CURCA4f/Ns15mXUMijexrDJUmcgIJnYeg4Qqcxht4A0mwsaHBhIJKdmMjMSbMEDoSfXwf6fbZlrPFadqX42P/8xDU91yEdP9yLNVaJKSiaSo1Rw617V8vOy0IdXbMWxCUNzw7CHDnmg0ERx9K+wPBNWppgOSV1JWGOJ5I/hCtOpRXkxgGvdTbfqXr3/i/TsPi/eepO4/Izfem3dlmGwAIo4biDGbFPPIdDDy3AAAAAElFTkSuQmCC\” alt=\”\” style=\”width:11px\”\u003eऔर\u003cimg class=\”qimg\” src=\”data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAAcBAMAAACaHyIpAAAAMFBMVEX////6+vrh4eG8vLypqamfn5+YmJiJiYldXV04ODgfHx8XFxcODg4HBwcFBQUAAADhe53xAAAAs0lEQVR42jWKO24CMRQAxw93kdCzIVLKZbUXoKCh3AvkSrlG7rA3oOAISRoaPgaJbkF2pC2o4hReutHMTJh9fK6n4SHS6Oa3VoT2vbs0FWJcPJ3rCmt8Pr3ViuCBkBAcvjp+I4Cp9gkB5tNQAIwiQP+zWqgAMUirAuR+eFUBiHFZ5pjKQ4ZinH4lAZwxAQt+MegtWaBuXq5JgFV73yYLuTseItjtDgAhpyfEAvo0/m80bkz/0Pk8Q6FrlGUAAAAASUVORK5CYII=\” alt=\”\” style=\”width:9px\”\u003eहैं, तो\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:61px\”\u003eका मान ज्ञात कीजिए।”,”o”:[“6″,”13″,”12″,”5”]}},{“s”:3,”a”:3,”en”:{“q”:”A cylindrical pillar is 28 cm in diameter and 25 m in height. Find the cost of painting the curved surface of the pillar at the rate of ₹50 per m\u003csup\u003e2\u003c/sup\u003e.\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:106px\”\u003e”,”o”:[“₹1080″,”₹1072″,”₹1138″,”₹1100″]},”hi”:{“q”:”एक बेलनाकार स्तंभ का व्यास 28 cm और ऊंचाई 25 m है। स्तंभ के वक्र पृष्ठ को ₹50 प्रति m\u003csup\u003e2\u003c/sup\u003e की दर से रंगने की लागत ज्ञात कीजिए।\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:77px\”\u003eका उपयोग कीजिए)”,”o”:[“₹1080″,”₹1072″,”₹1138″,”₹1100”]}},{“s”:3,”a”:1,”en”:{“q”:”\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:513px\”\u003e”,”o”:[“4 cm”,”8 cm”,”6 cm”,”2 cm”]},”hi”:{“q”:”एक अर्धगोलाकार कटोरे में\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:99px\”\u003eपानी है। यदि 2 cm त्रिज्या की एक गेंद को कटोरे में डाला जाता है, तो पानी का स्तर कटोरे की ऊँचाई तक बढ़ जाता है और कटोरे से कोई अतिरिक्त पानी बाहर नहीं गिरता। कटोरे की त्रिज्या ज्ञात कीजिए।”,”o”:[“4 cm”,”8 cm”,”6 cm”,”2 cm”]}},{“s”:3,”a”:3,”en”:{“q”:”Simplify (2.5 × 0.48 ÷ 0.6) + (3.5 + 1.6 ÷ 0.8) − (4.8 × 0.25 ÷ 0.8).”,”o”:[“5″,”8″,”7″,”6″]},”hi”:{“q”:”(2.5 × 0.48 ÷ 0.6) + (3.5 + 1.6 ÷ 0.8) − (4.8 × 0.25 ÷ 0.8) को सरल कीजिए।”,”o”:[“5″,”8″,”7″,”6”]}},{“s”:3,”a”:0,”en”:{“q”:”Given that 112\u003csup\u003e0.17\u003c/sup\u003e = x, 112\u003csup\u003e0.94\u003c/sup\u003e = y and x\u003csup\u003ez\u003c/sup\u003e = y\u003csup\u003e6\u003c/sup\u003e , then the value of z is close to:3010″,”o”:[“33.18″,”34.19″,”34.73″,”32.2″]},”hi”:{“q”:”दिया गया कि 112\u003csup\u003e0.17\u003c/sup\u003e = x, 112\u003csup\u003e0.94\u003c/sup\u003e = y और x\u003csup\u003ez\u003c/sup\u003e = y\u003csup\u003e6\u003c/sup\u003e है, तो z का मान ज्ञात कीजिए।”,”o”:[“33.18″,”34.19″,”34.73″,”32.2”]}},{“s”:3,”a”:1,”en”:{“q”:”If the sum of the 8th and the 12th terms of an AP is 100, and the 20th term is 95, then what is the 7th term?”,”o”:[“39.5″,”36.5″,”37.5″,”38.5″]},”hi”:{“q”:”यदि किसी समांतर श्रेढ़ी (AP) के 8वें और 12वें पदों का योगफल 100 है, तथा 20वां पद 95 है, तो 7वां पद ज्ञात कीजिए।”,”o”:[“39.5″,”36.5″,”37.5″,”38.5”]}},{“s”:3,”a”:0,”en”:{“q”:”\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:513px\”\u003e”,”o”:[“32″,”40″,”48″,”24″]},”hi”:{“q”:”किसी त्रिभुज के कोण (2x+5)°, x° और (3x-17)° हैं। x का मान ज्ञात कीजिए।”,”o”:[“32″,”40″,”48″,”24”]}},{“s”:3,”a”:3,”en”:{“q”:”A kite is flying in the sky. A person is holding the kite with 40 m long tightly stretched string. Find the height of the kite (in meters) if the angle made by the string with the horizontal is 30 degrees.”,”o”:[“30″,”15″,”10″,”20″]},”hi”:{“q”:”आकाश में एक पतंग उड़ रही है। एक व्यक्ति40 m लंबी, कसकर खींची हुई डोर से पतंग को पकड़े हुए है। यदि डोर क्षैतिज से 30 डिग्री का कोण बनाती है, तो पतंग की ऊंचाई (मीटर में) ज्ञात कीजिए।”,”o”:[“30″,”15″,”10″,”20”]}},{“s”:3,”a”:2,”en”:{“q”:”\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:402px\”\u003e”,”o”:[“0″,”−1″,”1″,”2″]},”hi”:{“q”:”निम्नलिखित को सरल कीजिए।\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:330px\”\u003e”,”o”:[“0″,”−1″,”1″,”2”]}},{“s”:3,”a”:0,”en”:{“q”:”If a = 18 and d = 30, then sum of first 6 terms of the A.P. is?”,”o”:[“558″,”559″,”561″,”555″]},”hi”:{“q”:”यदि a = 18 और d = 30 है, तो समांतर श्रेढ़ी (A.P.) के प्रथम 6 पदों का योगफल ज्ञात कीजिए।”,”o”:[“558″,”559″,”561″,”555”]}},{“s”:3,”a”:1,”en”:{“q”:”The coordinates of the centroid of the triangle ABC whose vertices are A(-16, 13), B(-2, -9) and C(2, 13), is”,”o”:[“\u003cimg class=\”qimg\” 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alt=\”\” style=\”width:119px\”\u003e”]}},{“s”:3,”a”:0,”en”:{“q”:”The HCF of two numbers, each having three digits, is 19 and their LCM is 760. The number of such pairs is:”,”o”:[“0″,”1″,”3″,”2″]},”hi”:{“q”:”दो संख्याओं जिनमें से प्रत्येक में तीन अंक हैं, का महत्तम समापवर्तक (HCF) 19 है और उनका लघुत्तम समापवर्त्य (LCM) 760 है। ऐसे युग्मों की संख्या ज्ञात कीजिए।”,”o”:[“0″,”1″,”3″,”2”]}},{“s”:3,”a”:0,”en”:{“q”:”If X and Y are two sets such that X ∪ Y has 56 elements, X has 45 elements and Y has 33 elements, how many elements does X ∩ Y have ?”,”o”:[“22″,”13″,”19″,”25″]},”hi”:{“q”:”यदि X और Y दो ऐसे समुच्चय हैं कि X ∪ Y में 56 अवयव हैं, X में 45 अवयव हैं और Y में 33 अवयव हैं, तो X ∩ Y में कितने अवयव होंगे?”,”o”:[“22″,”13″,”19″,”25”]}},{“s”:3,”a”:2,”en”:{“q”:”\u003cimg class=\”qimg\” 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\” alt=\”\” style=\”width:513px\”\u003e”,”o”:[“36 cm”,”24 cm”,”28 cm”,”38 cm”]},”hi”:{“q”:”त्रिभुज ABC, त्रिभुज PQR के समरूप है। AM और PS शीर्षलंब हैं तथा AN और PT क्रमशः माध्यिकाएँ हैं। यदि\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:74px\”\u003eहै, त्रिभुज PQR का क्षेत्रफल 150 cm² है और BC = 6 cm है, तो AM और QR की लंबाई का योग ज्ञात कीजिए।”,”o”:[“36 cm”,”24 cm”,”28 cm”,”38 cm”]}},{“s”:4,”a”:2,”en”:{“q”:”Ohm’s law may NOT hold true when _____.”,”o”:[“The material obeys linear V–I relation”,”The temperature of the conductor remains constant”,”The temperature of the conductor increases”,”The conductor is metallic”]},”hi”:{“q”:”ओम का नियम तब लागू नहीं हो सकता जब _____।”,”o”:[“पदार्थ रैखिक V–I संबंध का पालन करता हो”,”चालक का तापमान स्थिर रहता है”,”चालक का तापमान बढ़ जाए”,”चालक धात्विक हो”]}},{“s”:4,”a”:1,”en”:{“q”:”Port 0 of the 8051 microcontroller differs architecturally from the other ports primarily because:”,”o”:[“It cannot function as an output port”,”It does not contain internal pull-up resistors”,”It is reserved only for memory expansion”,”It is not bit-addressable”]},”hi”:{“q”:”8051 माइक्रोकंट्रोलर का पोर्ट 0, मुख्यतः अन्य पोर्ट से संरचनात्मक रूप से (architecturally) अलग होता है क्योंकि______________।”,”o”:[“यह आउटपुट पोर्ट के रूप में कार्य नहीं कर सकता है”,”इसमें आंतरिक ऊर्ध्व (pull-up) प्रतिरोधक नहीं होते हैं”,”यह केवल मेमोरी विस्तार (memory expansion) के लिए रिजर्व है”,”यह बिट-एड्रेसेबल (bit-addressable) नहीं है”]}},{“s”:4,”a”:2,”en”:{“q”:”When the two inputs of a 2-input NAND gate are tied together to form a single input A, the resulting circuit behaves as which logic gate?”,”o”:[“OR gate”,”AND gate”,”NOT gate (Inverter)”,”XOR gate”]},”hi”:{“q”:”जब 2-इनपुट वाले NAND गेट के दोनों इनपुट को एक साथ जोड़कर एकल इनपुट A बनाया जाता है, तो परिणामी परिपथ किस लॉजिक गेट की तरह व्यवहार करता है?”,”o”:[“OR गेट”,”AND गेट”,”NOT गेट (इन्वर्टर)”,”XOR गेट”]}},{“s”:4,”a”:0,”en”:{“q”:”If the potential difference across a resistor is doubled while resistance remains constant, the power consumed becomes ______.”,”o”:[“four times”,”one-fourth”,”half”,”double”]},”hi”:{“q”:”यदि प्रतिरोध स्थिर रहते हुए किसी प्रतिरोधक के सिरों के बीच विभवांतर दोगुना कर दिया जाए, तो उपभुक्त शक्ति______ हो जाएगी।”,”o”:[“चार गुनी”,”एक-चौथाई”,”आधी”,”दोगुनी”]}},{“s”:4,”a”:0,”en”:{“q”:”A circular loop of radius r is placed in a uniform magnetic field\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:13px\”\u003e. If the plane of the loop is perpendicular to the field, the magnetic flux through the loop is ______.”,”o”:[“πr2B”,”2πrB”,”Br”,”2πr2B”]},”hi”:{“q”:”त्रिज्या r का एक वृत्ताकार लूप एकसमान चुंबकीय क्षेत्र\u003cimg class=\”qimg\” src=\”data:image/png;base64,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\” alt=\”\” style=\”width:13px\”\u003eमें रखा गया है। यदि लूप का तल क्षेत्र के लंबवत है, तो लूप से होकर गुजरने वाला चुंबकीय फ्लक्स ______ होगा।”,”o”:[“πr2B”,”2πrB”,”Br”,”2πr2B”]}},{“s”:4,”a”:0,”en”:{“q”:”Which of the following is a fundamental (base) quantity in the SI system?”,”o”:[“Mass”,”Pressure”,”Force”,”Work”]},”hi”:{“q”:”SI पद्धति में निम्नलिखित में से कौन-सी मौलिक (आधार) राशि है?”,”o”:[“द्रव्यमान”,”दाब”,”बल”,”कार्य”]}},{“s”:4,”a”:3,”en”:{“q”:”Two transistor biasing circuits have stability factors S₁ = 101 and S₂ = 15. Which circuit offers better thermal stability?”,”o”:[“Cannot be compared”,”Both have equal stability”,”Circuit 1″,”Circuit 2″]},”hi”:{“q”:”दो ट्रांजिस्टर अभिनतिकरण परिपथों के स्थायित्व गुणक S₁ = 101 और S₂ = 15 हैं। इनमें से कौन-सा परिपथ बेहतर उष्मीय स्थायित्व प्रदान करता है?”,”o”:[“तुलना नहीं की जा सकती है”,”दोनों का स्थायित्व समान है”,”परिपथ 1″,”परिपथ 2″]}},{“s”:4,”a”:3,”en”:{“q”:”The SI unit of specific resistance (resistivity) is _______.”,”o”:[“ohm”,”ohm per square metre”,”ohm per metre”,”ohm-metre”]},”hi”:{“q”:”विशिष्ट प्रतिरोध (प्रतिरोधकता) का SI मात्रक क्या है?”,”o”:[“ओम (ohm)”,”ओम प्रति वर्ग मीटर (ohm per square metre)”,”ओम प्रति मीटर (ohm per metre)”,”ओम-मीटर (ohm-metre)”]}},{“s”:4,”a”:3,”en”:{“q”:”If the time/div knob of the CRO is on 2 ms/div and the positive half cycle of the periodic triangular signal occupies 2 unit of the X-axis, then the time period of the signal is __________.”,”o”:[“16 ms”,”4 ms”,”2 ms”,”8 ms”]},”hi”:{“q”:”यदि CRO का time/div नॉब 2 ms/div पर है तथा आवर्ती त्रिकोणीय सिग्नल (periodic triangular signal) का धनात्मक अर्ध चक्र X-अक्ष पर 2 यूनिट का उपयोग करता है, तो सिग्नल की काल अवधि __________ होगी।”,”o”:[“16 ms”,”4 ms”,”2 ms”,”8 ms”]}},{“s”:4,”a”:0,”en”:{“q”:”Magnetic flux depends on :”,”o”:[“Area, magnitude of B and its orientation”,”Only area”,”Only angle”,”Only magnetic field”]},”hi”:{“q”:”चुम्बकीय अभिवाह, ________ पर निर्भर करता है।”,”o”:[“क्षेत्रफल, B का परिमाण और उसका अभिविन्यास”,”केवल कोण”,”केवल क्षेत्रफल”,”केवल चुंबकीय क्षेत्र”]}},{“s”:4,”a”:1,”en”:{“q”:”A resistor of 10 Ω is connected to a constant voltage source. When another resistor is connected in series with it, the current in the circuit becomes half of its initial value. Assuming the supply voltage remains unchanged, the resistance of the second resistor is _______.”,”o”:[“5 Ω”,”10 Ω”,”15 Ω”,”20 Ω”]},”hi”:{“q”:”एक 10 Ω का प्रतिरोधक किसी स्थिर वोल्टता स्रोत से संयोजित है। जब इसके साथ श्रेणीक्रम में एक और प्रतिरोधक संयोजित किया जाता है, तो परिपथ में धारा अपने प्रारंभिक मान की आधी हो जाती है। यह मानते हुए कि आपूर्ति वोल्टता अपरिवर्तित रहती है, दूसरे प्रतिरोधक का प्रतिरोध ज्ञात कीजिए।”,”o”:[“5 Ω”,”10 Ω”,”15 Ω”,”20 Ω”]}},{“s”:4,”a”:0,”en”:{“q”:”Which of the following correctly defines the electric field at a point?”,”o”:[“Force acting per unit charge”,”Force acting per unit mass”,”Energy per unit area”,”Energy available per unit charge”]},”hi”:{“q”:”निम्नलिखित में से कौन-सा विकल्प, किसी बिंदु पर विद्युत क्षेत्र को सटीक रूप से परिभाषित करता है?”,”o”:[“प्रति इकाई आवेश पर लगने वाला बल”,”प्रति इकाई क्षेत्रफल ऊर्जा”,”प्रति इकाई आवेश उपलब्ध ऊर्जा”,”प्रति इकाई द्रव्यमान पर लगने वाला बल”]}},{“s”:4,”a”:2,”en”:{“q”:”A logic function is given by F = ABC + DE. You are allowed to use only two input AND gates and NOT gates. How many minimum number of two input AND gates and how many minimum number of NOT gates are required to implement this function?”,”o”:[“3 AND gates and 3 NOT gates”,”3 AND gates and 2 NOT gates”,”4 AND gates and 3 NOT gates”,”2 AND gates and 1 NOT gate”]},”hi”:{“q”:”एक तर्क फलन F = ABC + DE द्वारा दिया गया है। आपको केवल दो इनपुट वाले AND गेट और NOT गेट का उपयोग करने की अनुमति है। इस फलन को लागू करने के लिए न्यूनतम कितने दो इनपुट वाले AND गेट तथा NOT गेट की आवश्यकता होगी?”,”o”:[“3 AND गेट तथा 3 NOT गेट”,”3 AND गेट तथा 2 NOT गेट”,”4 AND गेट तथा 3 NOT गेट”,”2 AND गेट तथा 1 NOT गेट”]}},{“s”:4,”a”:0,”en”:{“q”:”In a parallel connection, if one resistor breaks (open circuit) then _____.”,”o”:[“Other branches keep working”,”Voltage becomes zero”,”Battery gets damaged”,”The entire circuit stops working”]},”hi”:{“q”:”समांतर संबंध में, यदि एक प्रतिरोधक टूट जाता है (खुला परिपथ), तो _____।”,”o”:[“अन्य शाखाएं कार्य करती रहती हैं”,”वोल्टेज शून्य हो जाता है”,”संपूर्ण परिपथ कार्य करना बंद कर देता है”,”बैटरी खराब हो जाती है”]}},{“s”:4,”a”:1,”en”:{“q”:”A 5 kg object experiences a gravitational force of about 49 N on Earth. This implies the value of g used is approximately:”,”o”:[“2 m/s²”,”9.8 m/s²”,”19.6 m/s²”,”4.9 m/s²”]},”hi”:{“q”:”पृथ्वी पर 5 kg की वस्तु पर लगभग 49 N का गुरुत्वीय बल लगता है। इससे यह तात्पर्य है कि प्रयुक्त g का मान लगभग _______ होगा।”,”o”:[“2 m/s²”,”9.8 m/s²”,”19.6 m/s²”,”4.9 m/s²”]}},{“s”:4,”a”:1,”en”:{“q”:”Which device converts mechanical energy into electrical energy through electromagnetic induction?”,”o”:[“Capacitor”,”Electric generator”,”Electric motor”,”Battery”]},”hi”:{“q”:”कौन-सा उपकरण (device) विद्युत चुम्बकीय प्रेरण के माध्यम से यांत्रिक ऊर्जा को विद्युत ऊर्जा में परिवर्तित करता है?”,”o”:[“संधारित्र”,”विद्युत जनित्र”,”विद्युत मोटर”,”बैटरी”]}},{“s”:4,”a”:0,”en”:{“q”:”The force on a current-carrying conductor in a magnetic field is maximum when _____.”,”o”:[“The current is perpendicular to the magnetic field”,”The current is opposite to the magnetic field”,”The current is parallel to the magnetic field”,”The magnetic field is zero”]},”hi”:{“q”:”चुंबकीय क्षेत्र में धारा वाही चालक पर लगने वाला बल अधिकतम तब होता है जब _________।”,”o”:[“धारा चुंबकीय क्षेत्र के लंबवत हो”,”चुंबकीय क्षेत्र शून्य हो”,”धारा चुंबकीय क्षेत्र के समानांतर हो”,”धारा चुंबकीय क्षेत्र के विपरीत दिशा में हो”]}},{“s”:4,”a”:2,”en”:{“q”:”In a PNP transistor, an increase in collector–base reverse bias causes a slight increase in collector current even when the emitter current is held constant. This occurs primarily because:”,”o”:[“The emitter injection efficiency decreases”,”The collector resistance decreases due to depletion region expansion”,”The effective base width decreases with collector–base voltage”,”Hole mobility increases in the collector region”]},”hi”:{“q”:”एक PNP ट्रांजिस्टर में, कलेक्टर-बेस रिवर्स बायस में वृद्धिसे कलेक्टर धारा में थोड़ी वृद्धिहोती है, भले ही एमिटर धारा स्थिर रखी जाए। ऐसा मुख्य रूप से किसके कारण होता है?”,”o”:[“उत्सर्जक इंजेक्शन दक्षता कम हो जाती है”,”ह्रास क्षेत्र के विस्तार के कारण कलेक्टर प्रतिरोध कम हो जाता है।”,”कलेक्टर-बेस वोल्टेज के साथ प्रभावी बेस चौड़ाई कम हो जाती है।”,”कलेक्टर क्षेत्र में रिक्तिका गतिशीलता में वृद्धिहोती है।”]}},{“s”:4,”a”:0,”en”:{“q”:”Two conductors of the same material have lengths L and 2L and equal resistance. The ratio of their cross-sectional areas (A₁:A₂) is _______.”,”o”:[“1:2″,”1:4″,”2:1″,”4:1″]},”hi”:{“q”:”समान पदार्थ के दो चालकों की लंबाई L और 2L है और प्रतिरोध समान है। उनके अनुप्रस्थ-काट क्षेत्रफलों का अनुपात (A₁:A₂) क्या है?”,”o”:[“1:2″,”1:4″,”2:1″,”4:1”]}},{“s”:4,”a”:0,”en”:{“q”:”Which symbol is used to represent a resistor in a circuit diagram?”,”o”:[“Zig-zag line”,”Two parallel plates”,”Circle with pointer”,”Arrow mark”]},”hi”:{“q”:”परिपथ आरेख में प्रतिरोधक को दर्शाने के लिए किस प्रतीक का उपयोग किया जाता है?”,”o”:[“ज़िग-ज़ैग रेखा \u0026quot;”,”सूचक सहित वृत्त”,”दो समांतर प्लेटें”,”तीर का निशान”]}},{“s”:4,”a”:3,”en”:{“q”:”When several resistors are connected in series, which physical quantity has an identical value across each resistor?”,”o”:[“Resistance”,”Voltage”,”Power”,”Current”]},”hi”:{“q”:”जब कई प्रतिरोधकों को श्रेणी क्रम में जोड़ा जाता है, तो किस भौतिक राशि (physical quantity) का मान प्रत्येक प्रतिरोधक के लिए समान होता है?”,”o”:[“शक्ति”,”वोल्टता”,”प्रतिरोध”,”धारा”]}},{“s”:4,”a”:1,”en”:{“q”:”Two resistors 6 Ω and 3 Ω are connected in parallel. The total resistance is:”,”o”:[“9 Ω”,”2 Ω”,”1 Ω”,”4 Ω”]},”hi”:{“q”:”दो प्रतिरोधक, 6 Ω और 3 Ω, समांतर क्रम में संयोजित हैं। कुल प्रतिरोध ज्ञात कीजिए।”,”o”:[“9 Ω”,”2 Ω”,”1 Ω”,”4 Ω”]}},{“s”:4,”a”:0,”en”:{“q”:”Which of the following quantities remains the same at all locations in the universe?”,”o”:[“Mass”,”Apparent weight”,”Gravitational force”,”Weight”]},”hi”:{“q”:”निम्नलिखित में से कौन-सी मात्रा ब्रह्मांड के सभी स्थानों पर समान रहती है?”,”o”:[“द्रव्यमान”,”गुरूत्वीय बल”,”आभासी भार”,”भार”]}},{“s”:4,”a”:3,”en”:{“q”:”If a charge of 2 C placed in an electric field experiences a force of 10 N, what is the magnitude of the electric field at that point?”,”o”:[“\u003cimg class=\”qimg\” 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alt=\”\” style=\”width:36px\”\u003e”]},”hi”:{“q”:”यदि किसी विद्युत क्षेत्र में रखे गए 2 C आवेश पर 10 N का बल लगता है, तो उस बिंदु पर विद्युत क्षेत्र का परिमाण क्या होगा?”,”o”:[“\u003cimg class=\”qimg\” 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की गतिशीलता को उसके मूल मान के आधे तक कम कर दिया जाए, तो p-टाइप अर्धचालक की चालकता _________।”,”o”:[“दोगुनी हो जाएगी”,”घटकर आधी हो जाएगी”,”स्थिर रहेगी”,”तीन गुनी हो जाएगी”]}},{“s”:4,”a”:3,”en”:{“q”:”A straight conductor of length 1 m carrying a current of 5 A is placed perpendicular to a magnetic field of 0.2 T. The force acting on the conductor is ______.”,”o”:[“0.2 N”,”0.04 N”,”5.0 N”,”1.0 N”]},”hi”:{“q”:”1 m लंबाई का एक सीधा चालक, जिसमें 5 A की धारा प्रवाहित हो रही है, 0.2 T के चुंबकीय क्षेत्र के लंबवत रखा गया है। चालक पर लगने वाला बल ज्ञात कीजिए।”,”o”:[“0.2 N”,”0.04 N”,”5.0 N”,”1.0 N”]}},{“s”:4,”a”:2,”en”:{“q”:”If a uniform magnetic field is parallel to the plane of a surface, the magnetic flux through the surface is _______.”,”o”:[“half of maximum”,”infinite”,”zero”,”maximum”]},”hi”:{“q”:”यदि एकसमान चुंबकीय क्षेत्र किसी पृष्ठ के तल के समानांतर है, तो पृष्ठ के माध्यम से चुंबकीय फ्लक्स _______ होता है।”,”o”:[“अधिकतम का आधा”,”अनंत”,”शून्य”,”अधिकतम”]}},{“s”:4,”a”:0,”en”:{“q”:”For a R-L-C series circuit connected to the input signal 4Vp-p,1KHz periodic sinusoidal ac signal and the voltage drop across the resistor R measured with the help of CRO displays a sine wave occupying 2 units total height and volts /div knob at 1V ,then the RMS current for the circuit is approximately ______________ if R=10Ω.”,”o”:[“0.071A”,”1.414A”,”0.14 A”,”0.71 A”]},”hi”:{“q”:”इनपुट सिग्नल 4Vp-p, 1KHz आवधिक ज्यावक्रीय ac सिग्नल से जुड़े R-L-C श्रेणी परिपथ के लिए और CRO की मदद से मापने वाले प्रतिरोधी R में वोल्टता पात एक ज्यातरंग प्रदर्शित करता है जो 2 इकाइयों की कुल ऊंचाई और 1V पर वोल्ट / div knob को ओक्युपाई कर लेता है, तो R = 10Ω होने पर परिपथ के लिए RMS धारा लगभग ________________ होगी।”,”o”:[“0.071A”,”1.414A”,”0.14 A”,”0.71 A”]}},{“s”:4,”a”:1,”en”:{“q”:”One coulomb of charge is approximately equal to the charge of _______.”,”o”:[“6×1012 electrons”,”6×1018 electrons”,”6×1010 electrons”,”6×106 electrons”]},”hi”:{“q”:”एक कूलॉम आवेश लगभग _______ के आवेश के बराबर होता है।”,”o”:[“6×1012 इलेक्ट्रॉन”,”6×1018 इलेक्ट्रॉन”,”6×1010 इलेक्ट्रॉन”,”6×106 इलेक्ट्रॉन”]}},{“s”:4,”a”:0,”en”:{“q”:”Which of the following statements correctly describes weight?”,”o”:[“Weight has both magnitude and direction”,”Weight has no direction”,”Weight only shows how heavy something is”,”Weight is measured in kilograms”]},”hi”:{“q”:”निम्नलिखित में से कौन-सा कथन भार का सटीक वर्णन करता है?”,”o”:[“भार में परिमाण और दिशा दोनों होते हैं”,”भार की कोई दिशा नहीं होती है”,”भार केवल यह दर्शाता है कि कोई वस्तु कितनी भारी है”,”भार को किलोग्राम में मापा जाता है”]}},{“s”:4,”a”:0,”en”:{“q”:”Which of the following materials acts as a good insulator in electric circuits?”,”o”:[“Plastic”,”Graphite”,”Iron rod”,”Mercury”]},”hi”:{“q”:”निम्नलिखित में से कौन-सा पदार्थ विद्युत परिपथों में एक अच्छे विद्युत्-रोधी के रूप में कार्य करता है?”,”o”:[“प्लास्टिक”,”ग्रेफाइट”,”लोहे की छड़”,”पारा”]}},{“s”:4,”a”:3,”en”:{“q”:”The resistivity of a semiconductor decreases with the increase in temperature because:”,”o”:[“Lattice vibrations stop”,”Band gap increases”,”Electrons lose energy”,”More charge carriers are generated”]},”hi”:{“q”:”तापमान में वृद्धिहोने के साथ अर्धचालक की प्रतिरोधकता कम हो जाती है क्योंकि__________।”,”o”:[“जालक कंपन रूक जाते हैं”,”बैंड अंतराल बढ़ जाता है”,”इलेक्ट्रॉन ऊर्जा ह्रास करते हैं”,”अधिक आवेश वाहक उत्पन्न होते हैं”]}},{“s”:4,”a”:0,”en”:{“q”:”An ideal half-wave rectifier supplies a purely resistive load from a sinusoidal source. Let vL(t) be the load voltage and vD(t) be the diode voltage, measured with reference to the anode. Which of the following statements is always true over one complete cycle?”,”o”:[“The average values of vL(t) and vD(t) are equal in magnitude and opposite in sign.”,”The rms value of vD(t) equals the rms value of the source voltage.”,”The average value of vD(t) becomes zero if the diode orientation is reversed.”,”The average value of vD(t) is zero because the diode conducts for half the cycle.”]},”hi”:{“q”:”एक आदर्श अर्धतरंग दिष्टकारी, एक ज्यावक्रीय स्रोत से विशुद्ध रूप से प्रतिरोधी लोड की आपूर्ति करता है। मान लीजिए vL(t) लोड वोल्टता है तथा vD(t) डायोड वोल्टता है, जिसे एनोड के संदर्भ में मापा जाता है। निम्नलिखित में से कौन-सा कथन एक पूर्ण चक्र में सदैव सत्य होता है?”,”o”:[“vL(t) और vD(t) के औसत मान परिमाण में बराबर और चिन्ह में विपरीत होते हैं।”,”vD(t) का rms मान स्रोत वोल्टता के rms मान के बराबर होता है।”,”डायोड का अभिविन्यास उत्क्रमित करने पर vD(t) का औसत मान शून्य हो जाता है।”,”vD(t) का औसत मान शून्य है क्योंकिडायोड आधे चक्र के लिए चालन करता है।”]}},{“s”:4,”a”:3,”en”:{“q”:”If a charge of 3 C is moved across a potential difference of 15 V in 3 seconds, what is the power developed in the process?”,”o”:[“30 W”,”5 W”,”10 W”,”15 W \u0026quot;”]},”hi”:{“q”:”यदि 3 C का आवेश 3 सेकंड में 15 V के विभवांतर को क्रॉस कराता है, तो इस प्रक्रिया में उत्पन्न शक्ति कितनी होगी?”,”o”:[“30 W”,”5 W”,”10 W”,”15 W”]}}]};(function(){var b=atob(“
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   '<div class="box"><b>'+sk+'</b><span>Skipped / छोड़े</span></div><div class="box"><b>'+(att?Math.round(c*100/att):0)+'%</b><span>Accuracy / सटीकता</span></div>'+
   '<div class="box"><b>'+fmt(S.used)+'</b><span>Time Taken / लिया गया समय</span></div>';
  $('.sw tbody').innerHTML=secs.map(function(s){var r=rows[s.n];return '<tr><td>'+D.sec[s.n]+'</td><td>'+r.n+'</td><td>'+r.c+'</td><td>'+r.w+'</td><td>'+r.s+'</td><td><b>'+(r.c-r.w/3).toFixed(2)+'</b></td></tr>'}).join('')+'<tr><td><b>Total</b></td><td>'+N+'</td><td>'+c+'</td><td>'+w+'</td><td>'+sk+'</td><td><b>'+score.toFixed(2)+'</b></td></tr>';
  $('.sel-lang2').value=S.lang;filt='all';$$('.filters [data-f]').forEach(function(b){b.classList.toggle('on',b.getAttribute('data-f')==='all')});
  sols();show('.scr-res');
  if(auto)modal('<h3>Time is up! / समय समाप्त!</h3><p>Your test has been submitted automatically. / आपका टेस्ट अपने-आप सबमिट हो गया है।</p><div class="btns"><button class="bprim m-ok">See Result</button></div>'),$('.m-ok').onclick=closeModal;
}
var filt='all';
function sols(){
  var lang=$('.sel-lang2').value;
  $('.sols').innerHTML=D.q.map(function(q,i){
    var u=S.ans[i],st=u<0?'s':(u===q.a?'c':'w');if(filt!=='all'&&filt!==st)return'';
    var t=txt(q,lang);
    var tag=st==='c'?'<span class="tag c">✔ Correct +1</span>':st==='w'?'<span class="tag w">✘ Wrong −1/3</span>':'<span class="tag s">Skipped 0</span>';
    return '<div class="card sol"><div class="qh"><span class="badge">'+(i+1)+'</span><span class="sec">'+D.sec[q.s]+'</span>'+tag+'</div><div class="qb"><div class="qt">'+t.q+'</div>'+
      t.o.map(function(o,k){var c=k===q.a?' cor':(k===u?' wr':'');return '<div class="opt'+c+'" style="cursor:default"><span class="l">'+L[k]+'</span><span class="t">'+o+(k===q.a?' <b style="color:var(--ok)">✔ Correct answer</b>':'')+(k===u&&k!==q.a?' <b style="color:var(--bad)">(Your answer)</b>':'')+'</span></div>'}).join('')+'</div></div>';
  }).join('')||'<p class="note">No questions in this filter.</p>';
}
$('.filters').addEventListener('click',function(e){var b=e.target.closest('[data-f]');if(!b)return;filt=b.getAttribute('data-f');$$('.filters [data-f]').forEach(function(x){x.classList.toggle('on',x===b)});sols()});
$('.sel-lang2').addEventListener('change',sols);
$('.btn-retry').addEventListener('click',function(){try{localStorage.removeItem(KEY)}catch(e){}$('.btn-resume').classList.add('hidden');$('.chk-agree').checked=false;show('.scr-start')});
})();
”);var u=Uint8Array.from(b,function(c){return c.charCodeAt(0)});(new Function(new TextDecoder(“utf-8”).decode(u)))()})();
