Home/
Competitive Exams/
SSC CGL/
Maths Selection Book/
SSC Compound Interest Bilingual Test 1
Maths Selection Book

SSC Compound Interest Bilingual Test 1

Compound Interest / चक्रवृद्धि ब्याज practice from SSC Maths Selection Book 2025 — bilingual with timer, negative marking and explanations.

Timer-based practiceDetailed answer reviewMobile-friendly flow
SSC Maths Selection Book

SSC Compound Interest Bilingual Test 1

Chapter-wise bilingual Compound Interest 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
Compound Interest / चक्रवृद्धि ब्याज | 15 questions

Question Palette Legend

1Not Visited1Not Answered1Answered1Marked for Review1Answered + Marked
Preview all 15 questions in SSC Compound Interest Bilingual Test 1 (no login required)
  1. Quantitative Aptitude — Compound Interest / चक्रवृद्धि ब्याज

    1. A vendor lends 74,000 rupees at a rate of 12% compound interest per annum, compounded annually. Find the interest for the 3rd year. एि कवक्रेता 12% वाकर्षिि र्क्रवृद्धि ब्याज िी दर से 74,000 रुपये उिार देता है। तीसरे वर्षष िा ब्याज ज्ञात िीजजए।

    • A. 10, 000. 90
    • B. 11, 000. 50
    • C. 11, 139. 07 (Correct)
    • D. 12, 000

    Explanation: CI = P(1 + r/100)^n - P. Compare with SI for multi-year calculations. The correct answer is (C) 11, 139. 07.

  2. Quantitative Aptitude — Compound Interest / चक्रवृद्धि ब्याज

    2. A sum of money becomes three times itself in 3 years at compound interest. What is the rate of interest? एि िनराजश र्क्रवृद्धि ब्याज पर 3 वर्षों में अपनी तीन गुनी हो जाती है। ब्याज दर क्या है?

    • A. 44. 2% (Correct)
    • B. 33. 3%
    • C. 100%
    • D. 88%

    Explanation: CI = P(1 + r/100)^n - P. Compare with SI for multi-year calculations. The correct answer is (A) 44. 2%.

  3. Quantitative Aptitude — Compound Interest / चक्रवृद्धि ब्याज

    3. A sum becomes ₹6,600 in 2 years and ₹7,920 in 3 years at compound interest. What is the original principal? र्क्रवृद्धि ब्याज पर एि िनराजश 2 वर्षष में ₹ 6,600 तथा 3 वर्षष में ₹ 7,920 हो जाती है। मूल मूलिन क्या है?

    • A. ₹ 4,000.33
    • B. ₹ 5,583.33
    • C. ₹ 4,583.33 (Correct)
    • D. ₹ 6,583.33

    Explanation: CI = P(1 + r/100)^n - P. Compare with SI for multi-year calculations. The correct answer is (C) ₹ 4,583.33.

  4. Quantitative Aptitude — Compound Interest / चक्रवृद्धि ब्याज

    4. What will be the amount to be paid at the end of 5 years on Rs. 4500 at 10% per annum compounded annually? 4500 रुपये पर 10% वाकर्षिि र्क्रवृद्धि ब्याज िी दर से 5 वर्षष िे अंत में भुगतान िी जाने वाली राजश क्या होगी?

    • A. 7, 265. 3
    • B. 7255. 3
    • C. 7, 247. 3 (Correct)
    • D. 7, 205. 3

    Explanation: CI = P(1 + r/100)^n - P. Compare with SI for multi-year calculations. The correct answer is (C) 7, 247. 3.

  5. Quantitative Aptitude — Compound Interest / चक्रवृद्धि ब्याज

    5. A TV set is available for ₹19,650 in cash or for ₹3,100 as a cash down payment and three equal annual instalments. If the shopkeeper charges interest at the rate of 10% per annum compounded annually, calculate the amount of each instalment. एि टीवी सेट ₹ 19,650 निद या ₹ 3,100 निद अक्तग्रम भुगतान और तीन बराबर वाकर्षिि किश्तों में उपलब्ध है। यदद दुिानदार वाकर्षिि र्क्रवृद्धि 10% िी दर से ब्याज लेता है, तो प्रत्येि किश्त िी राजश िी गणना िरें।

    • A. ₹ 9,655
    • B. ₹ 7,655
    • C. ₹ 6,655 (Correct)
    • D. ₹ 8,655

    Explanation: CI = P(1 + r/100)^n - P. Compare with SI for multi-year calculations. The correct answer is (C) ₹ 6,655.

  6. Quantitative Aptitude — Compound Interest / चक्रवृद्धि ब्याज

    6. A sum of Rs. 6,400 amounts to Rs. 8,100 in 8 years at a certain rate of interest, compounded annually. Find the amount received after 4 years when Rs. 2,240 are invested at same rate of compound interest (compounded annually). 6,400 रुपये की एक रासश एक सनसित िावषिक चक्रिृद्धद्ध ब्याि िर पर 8 िषों में 8,100 रुपये हो िाती है। यदि 2,240 रुपये की रासश को िमान चक्रिृद्धद्ध ब्याि िर (िावषिक चक्रिृद्धद्ध) पर सनिेश वकया िाता है, तो 4 िषों के बाि प्राप्त रासश ज्ञात कीसिए।

    • A. Rs. 2,600
    • B. Rs. 2,330
    • C. Rs. 2,880
    • D. Rs. 2,520 (Correct)

    Explanation: CI = P(1 + r/100)^n - P. Compare with SI for multi-year calculations. The correct answer is (D) Rs. 2,520.

  7. Quantitative Aptitude — Compound Interest / चक्रवृद्धि ब्याज

    7. The amount received on a certain sum at the same annual rate of interest after 3 years and 5 years on compound interest (compounding annually) is Rs. 15972 and Rs. 19326.12 respectively. What is that sum? एक सनसित रासश पर िमान िावषिक ब्याि िर िे 3 िषण और 5 िषण बाि चक्रिृद्धद्ध ब्याि (िावषिक िंयोिन) पर प्राप्त समश्रिन क्रमशः 15972 रूपये और 19326.12 रूपये है। िह रासश क्या है?

    • A. Rs. 10000
    • B. Rs. 12000 (Correct)
    • C. Rs. 11400
    • D. Rs. 14000

    Explanation: CI = P(1 + r/100)^n - P. Compare with SI for multi-year calculations. The correct answer is (B) Rs. 12000.

  8. Quantitative Aptitude — Compound Interest / चक्रवृद्धि ब्याज

    8. Ravi invested Rs. 25,000 in two schemes for 3 years. Both schemes offer 12% p.A. interest. One gives simple interest and the other gives compound interest (compounded annually). Find the difference between the interests earned from both schemes. रवि ने िो योिनाओं में 3 िषों के सलए ₹ 25,000 का सनिेश वकया। िोनों योिनाएाँ 12% िावषिक ब्याि िेती हैं। एक िािारण ब्याि िेती है और िूिरी चक्रिृद्धद्ध ब्याि (िावषिक रूप िे िंयोसित)। िोनों योिनाओं िे असिित ब्याि के बीच अंतर ज्ञात कीसिए।

    • A. Rs. 1123.2 (Correct)
    • B. Rs. 1080.25
    • C. Rs. 1536
    • D. Rs. 1336

    Explanation: CI = P(1 + r/100)^n - P. Compare with SI for multi-year calculations. The correct answer is (A) Rs. 1123.2.

  9. Quantitative Aptitude — Compound Interest / चक्रवृद्धि ब्याज

    9. Rs. 4000 is invested in a scheme of compound interest (compounding annually) at the annual rate of 15 percent. What will be the difference between compound interest of second year and third year? 4000 रुपये 15 प्रततशत की िावषिक िर िे चक्रिृद्धद्ध ब्याि (िावषिक िंयोिन) की एक योिना में सनिेश वकए िाते हैं। िूिरे िषण और तीिरे िषण के चक्रिृद्धद्ध ब्याि के बीच क्या अंतर होगा?

    • A. Rs. 102.5
    • B. Rs. 103.5 (Correct)
    • C. Rs. 105.5
    • D. Rs. 107.5

    Explanation: CI = P(1 + r/100)^n - P. Compare with SI for multi-year calculations. The correct answer is (B) Rs. 103.5.

  10. Quantitative Aptitude — Compound Interest / चक्रवृद्धि ब्याज

    10. A sum of Rs. 7,500 is invested in a scheme offering r% compound interest for 2 years. Find the value of ' r ' if the difference in the simple interest and compound interest for the same amount at the same rate of interest after 2 years is Rs. 108. 7,500 रुपये की रासश को 2 िषों के सलए r% चक्रिृद्धद्ध ब्याि की पेशकश करने िाली एक योिना में सनिेश वकया िाता है। यदि 2 िषों के बाि िमान ब्याि िर पर िमान रासश के सलए िािारण ब्याि और चक्रिृद्धद्ध ब्याि के बीच का अंतर 108 रुपये है, तो ' r ' का मान ज्ञात कीसिए।

    • A. 10%
    • B. 8% (Correct)
    • C. 12%
    • D. 9%

    Explanation: CI = P(1 + r/100)^n - P. Compare with SI for multi-year calculations. The correct answer is (B) 8%.

  11. Quantitative Aptitude — Compound Interest / चक्रवृद्धि ब्याज

    11. If Rs. 60,000 is invested at a compound interest of 20% p.A. for 18 months, then find the interest earned given that the sum is compounded every 6 months. यदि 60,000 रुपये को 18 महीने के सलए 20% िावषिक चक्रिृद्धद्ध ब्याि िर पर सनिेश वकया िाता है िहां चक्रिृध्धि ब्याि की गणना अिणिावषिक रूप िे की िाती है, तो असिित ब्याि ज्ञात कीसिए।

    • A. Rs. 21,800
    • B. Rs. 12,550
    • C. Rs. 14,670
    • D. Rs. 19,860 (Correct)

    Explanation: CI = P(1 + r/100)^n - P. Compare with SI for multi-year calculations. The correct answer is (D) Rs. 19,860.

  12. Quantitative Aptitude — Compound Interest / चक्रवृद्धि ब्याज

    12. An amount of Rs. ' Z ' is invested in two different schemes-one offers simple interest at 13% p.A. for 4 years, and the other offers compound interest at 12% p. A. compounded annually for 2 years. If the total amount from the simple interest scheme exceeds the compound interest scheme by Rs. 78, then find the value of Z. z रुपये की रासश िो अलग-अलग योिनाओं में सनिेश की िाती है-एक योिना 4 िषों के सलए 13% िावषिक िािारण ब्याि प्रिान करती है, और िूिरी योिना 2 िषों के सलए 12% िावषिक चक्रिृद्धद्ध ब्याि प्रिान करती है। यदि िािारण ब्याि योिना िे प्राप्त कुल रासश, चक्रिृद्धद्ध ब्याि योिना िे प्राप्त रासश िे 78 रुपये अतिक है, तो z का मान ज्ञात कीसिए।

    • A. Rs. 287
    • B. Rs. 293.66 (Correct)
    • C. Rs. 245.5
    • D. Rs. 299.88

    Explanation: CI = P(1 + r/100)^n - P. Compare with SI for multi-year calculations. The correct answer is (B) Rs. 293.66.

  13. Quantitative Aptitude — Compound Interest / चक्रवृद्धि ब्याज

    13. Rs. 12,000 is invested at the rate of 8% p.A. for 4 years at simple interest in scheme 'A'. The amount received from scheme ' A' is then invested for 2 years at rate of 5% p.A., compounded annually in scheme 'B'. Find the amount received from scheme 'B'. योिना 'A' में 12,000 रुपये 8% िावषिक िािारण ब्याि िर िे 4 िषों के सलए सनिेश वकए िाते हैं। योिना 'A' िे प्राप्त रासश को वफर योिना 'B' में 5% िावषिक चक्रिृद्धद्ध ब्याि िर िे 2 िषों के सलए सनिेश वकया िाता है। योिना 'B' िे प्राप्त रासश ज्ञात कीसिए।

    • A. Rs. 17, 463. 6 (Correct)
    • B. Rs. 17,677
    • C. Rs. 11,460.5
    • D. Rs. 17,999

    Explanation: CI = P(1 + r/100)^n - P. Compare with SI for multi-year calculations. The correct answer is (A) Rs. 17, 463. 6.

  14. Quantitative Aptitude — Compound Interest / चक्रवृद्धि ब्याज

    14. Ashish has ₹1617 with him. He divided it amongst his sons Arun and Mahesh and asked them to invest it at 10% rate of interest compounded annually. It was seen that Arun and Mahesh got same amount after 14 and 15 years respectively. How much (in ₹) did Ashish give to Arun? आशीष िे पास ₹1617 हैं। उसने इसे अपने पुत्रों अरुण और महेश िे बीच बांट दिया तथा उन्हें इसे वाकषिि रूप से चक्रवृद्धि होने वाले 10% ब्याि िर पर जनवेश िरने िो िहा। यह िेखा गया कि अरुण और महेश िो क्रमशः 14 और 15 वषत बाि समान धनराजश प्राप्त हुई। आशीष ने अरुण

    • A. 697
    • B. 770
    • C. 847
    • D. 870 (Correct)

    Explanation: CI = P(1 + r/100)^n - P. Compare with SI for multi-year calculations. The correct answer is (D) 870.

  15. Quantitative Aptitude — Compound Interest / चक्रवृद्धि ब्याज

    15. A sum of Rs. X amounts to Rs. 75867 in 2.5 years at 12 % p.a., interest compounded after every 10 months. What is the value of x? ₹x िी धनराजश हर 10 माह िे बाि चक्रवृद्धि होने वाली 12% वाकषिि ब्याि िर पर वषत में ₹75,867 हो िाती है। x िा

    • A. 56000
    • B. 58000
    • C. 55000 (Correct)
    • D. 57000

    Explanation: CI = P(1 + r/100)^n - P. Compare with SI for multi-year calculations. The correct answer is (C) 55000.