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SSC General Mathematics Bilingual Test 1
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SSC General Mathematics Bilingual Test 1

General Mathematics / सामान्य गणित practice from SSC Maths Selection Book 2025 — bilingual with timer, negative marking and explanations.

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SSC Maths Selection Book

SSC General Mathematics Bilingual Test 1

Chapter-wise bilingual General Mathematics questions from SSC CGL, CHSL, CPO, GD, Delhi Police and Steno exams 2025. Solve at CBT pace with timer, negative marking and bilingual explanation review.

Questions
15
Duration
20 min
Marking
+2 / -0.5 (Max 30)
Sections
General Mathematics / सामान्य गणित | 15 questions

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Preview all 15 questions in SSC General Mathematics Bilingual Test 1 (no login required)
  1. Quantitative Aptitude — General Mathematics / सामान्य गणित

    1. If a = 5 and b = 7, find a^2 + b^2.

    • A. 82
    • B. 70
    • C. 74 (Correct)
    • D. 78

    Explanation: a^2 + b^2 = 5^2 + 7^2 = 74.

  2. Quantitative Aptitude — General Mathematics / सामान्य गणित

    2. If x+ y= 24 and x2+ y2= 360, then find the value of (x4+ x2y2+ y4). यदि x+ y= 24 and x2+ y2= 360 है, तो (x4+ x2y2+ y4) मान ज्ञात करें।

    • A. 1, 17, 936 (Correct)
    • B. 1, 25, 878
    • C. 1, 24, 784
    • D. 2, 15, 869

    Explanation: x4 + x2y2 + y4 = (x2+y2)2 – (xy)2 x + y = 24  (x + y)2 = 242  x2 + y2 + 2xy = 576  360 + 2xy = 576 2xy = 576 – 360

  3. Quantitative Aptitude — General Mathematics / सामान्य गणित

    3. If x−y= 8 and xy= 5, what is the value of x3− y3+ 8(x+ y)2. यदि x−y= 8 और xy= 5, तो x3−y3+ 8(x+ y)2 का मान क्या है?

    • A. 1256
    • B. 1304 (Correct)
    • C. 3456
    • D. 3245

    Explanation: (x + y)2 = (x – y)2 + 4xy = 64 + 20 = 84 x2 + y2 = (x – y)2 + 2xy = 64 + 10 = 74 x3 – y3 = (x – y) (x2 + y2 + xy) = 8 × 79 = 632 then, x3 – y3 + 8 (x + y)2

  4. Quantitative Aptitude — General Mathematics / सामान्य गणित

    4. If, a+ b= 24 and a2+ b2= 320, then find the value of (a3+ b3). अगर, a+ b= 24 और a2+ b2= 320, तो (a3+ b3) का मान ज्ञात कीसिए।

    • A. 4608 (Correct)
    • B. 4567
    • C. 3890
    • D. 4112

    Explanation: a3 + b3 = (a + b) (a2 + b2 –ab) (a+b)2 = 242  a2 + b2 + 2ab = 576 2ab = 576 – 320 = 256 ab = 128

  5. Quantitative Aptitude — General Mathematics / सामान्य गणित

    5. If b− b= 3 then calculate the value of b6+ b6? यदि b− b= 3 तो b6+ b6 का मान ज्ञात कीसिए ?

    • A. 1298 (Correct)
    • B. 1345
    • C. 1987
    • D. 1678

    Explanation: Apply the relevant formula for this type of question. The correct answer is (A) 1298.

  6. Quantitative Aptitude — General Mathematics / सामान्य गणित

    6. If a = 10 and b = 7, find a^2 + b^2.

    • A. 145
    • B. 149 (Correct)
    • C. 153
    • D. 157

    Explanation: a^2 + b^2 = 10^2 + 7^2 = 149.

  7. Quantitative Aptitude — General Mathematics / सामान्य गणित

    7. Which one of the following is TRUE? सनम्नसलखित में िे कौन िा ित्य है?

    • A. All irrational numbers are real (Correct)
    • B. All real numbers are irrational
    • C. Rational numbers are not real
    • D. Integers are not rational

    Explanation: Apply the relevant formula for this type of question. The correct answer is (A) All irrational numbers are real.

  8. Quantitative Aptitude — General Mathematics / सामान्य गणित

    8. Which one of the following statements is FALSE? सनम्नसलखित में िे कौन िा कथन गलत है?

    • A. Every integer is a real number
    • B. Every natural number is an integer
    • C. Every irrational number is rational (Correct)
    • D. Rational and irrational numbers are real

    Explanation: Apply the relevant formula for this type of question. The correct answer is (C) Every irrational number is rational.

  9. Quantitative Aptitude — General Mathematics / सामान्य गणित

    9. A number is said to be pure recurring if: वकिी िंख्या को शुद्ध आिती कहा िाता है अगर:

    • A. Only one digit repeats
    • B. Decimal terminates
    • C. Repeating digits start immediately (Correct)
    • D. Has non-repeating part then repeating

    Explanation: Apply the relevant formula for this type of question. The correct answer is (C) Repeating digits start immediately.

  10. Quantitative Aptitude — General Mathematics / सामान्य गणित

    10. A town has a present population of 2,40,000. Every year the population increases by a birth rate of 12% and decreases by a death rate of 7%. Find the population of the town at the end of 3 years. एक कस्बे की ितणमान िनिंख्या 2, 40, 000 है। प्रत्येक िषण िनिंख्या में िन्म िर 12% की िृद्धद्ध और मृत्यु िर 7% की कमी होती है। 3 िषण के अंत में कस्बे की िनिंख्या ज्ञात कीसिए।

    • A. 2, 92, 500
    • B. 2, 98, 000
    • C. 2, 77, 830 (Correct)
    • D. 3, 27, 830

    Explanation: Apply the relevant formula for this type of question. The correct answer is (C) 2, 77, 830.

  11. Quantitative Aptitude — General Mathematics / सामान्य गणित

    11. Which of the following represents a line perpendicular to the line +5y= 20 ? सनम्नसलखित में िे कौन िी रेिा रेिा के लंबित रेिा को िशाणती है 4x+ 5y= 20 ?

    • A. 5x−7y= 8
    • B. 4x+ 5y= 12
    • C. y= (Correct)
    • D. y= −

    Explanation: Apply the relevant formula for this type of question. The correct answer is (C) y=.

  12. Quantitative Aptitude — General Mathematics / सामान्य गणित

    12. If a = 9 and b = 3, find a^2 + b^2.

    • A. 94
    • B. 98
    • C. 86
    • D. 90 (Correct)

    Explanation: a^2 + b^2 = 9^2 + 3^2 = 90.

  13. Quantitative Aptitude — General Mathematics / सामान्य गणित

    13. The amount at the end of the 2nd and 3rd years on a certain principal at Cl is ₹ 9,680 and ₹ 10,648 respectively. Find the principal. वकिी मूलिन पर चक्रिृद्धद्ध ब्याि पर िूिरे और तीिरे िषण के अंत में रासश क्रमशः ₹ 9,680 और ₹ 10,648 है। मूलिन ज्ञात कीसिए।

    • A. ₹7,000
    • B. ₹8,000 (Correct)
    • C. ₹8,800
    • D. ₹9,000

    Explanation: Apply the relevant formula for this type of question. The correct answer is (B) ₹8,000.

  14. Quantitative Aptitude — General Mathematics / सामान्य गणित

    14. A man can walk up a moving-up escalator in 30 seconds. The same man can walk down the same moving-up escalator in 90 seconds. How long would it take him to walk up the escalator when it is not moving? एक व्यक्ति ऊपर की ओर चलने िाले एस्केलेटर पर 30 िेकंड में चढ िकता है। िही व्यक्ति उिी एस्केलेटर पर नीचे की ओर 90 िेकंड में उतर िकता है। िब एस्केलेटर नहीं चल रहा हो तो उिे उि पर चढने में वकतना िमय लगेगा?

    • A. 45 seconds (Correct)
    • B. 75 seconds
    • C. 60 seconds
    • D. 40 seconds

    Explanation: Apply the relevant formula for this type of question. The correct answer is (A) 45 seconds.

  15. Quantitative Aptitude — General Mathematics / सामान्य गणित

    15. A circular lawn is surrounded by a path of uniform width 3.5 m. If the total area of the lawn plus path is 2.25 times the area of the lawn alone, find the radius of the lawn. (Use 𝝅= 3. 1416 and round your answer to one decimal place) एक िृत्ताकार लॉन 3.5 मीटर की एक िमान चौडाई िाले पथ िे वघरा हुआ है। यदि लॉन और पथ का कुल क्षेत्रफल, अकेले लॉन के क्षेत्रफल का 2.25 गुना है, तो लॉन की तत्रज्या ज्ञात कीसिए। ( 𝝅= 3. 1416 का प्रयोग करें और अपने उत्तर को एक िशमलि स्थान तक पूणाांवकत करें)

    • A. 6.5 m
    • B. 7.5 m
    • C. 7.0 m (Correct)
    • D. 8.0 m

    Explanation: Apply the relevant formula for this type of question. The correct answer is (C) 7.0 m.