Study the following data carefully and answer the questions:The line graph given below shows four persons P, Q, R and S invested different amounts in two different schemes i.e., A and B and both the schemes give simple interest at different rate of interest.Note:1: Ratio of rate of interest in scheme A to that in scheme B is 5 : 4.2: Amount invested by R in scheme A is 2000 less than that invested by P in scheme A.If scheme A were given compound interest, then what would be the ratio of compound interest received by R from scheme A after 2 years to the simple interest received by him from scheme B after 3 years?a)319 : 450b)2 : 3c)91 : 120d)43 : 60e)13 : 20Correct answer is option 'D'. Can you explain this answer?

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Study the following data carefully and answer the questions:

The line graph given below shows four persons P, Q, R and S invested different amounts in two different schemes i.e., A and B and both the schemes give simple interest at different rate of interest.

Note:

1: Ratio of rate of interest in scheme A to that in scheme B is 5 : 4.

2: Amount invested by R in scheme A is ₹2000 less than that invested by P in scheme A.

If scheme A were given compound interest, then what would be the ratio of compound interest received by R from scheme A after 2 years to the simple interest received by him from scheme B after 3 years?

a)
319 : 450
b)
2 : 3
c)
91 : 120
d)
43 : 60
e)
13 : 20

Correct answer is option 'D'. Can you explain this answer?

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Study the following data carefully and answer the questions:The line g...

Let rates of interest in scheme A and scheme B are ‘5r’% and ‘4r’% respectively.

Also let the amount invested by P in scheme A = ‘a’ rupees

So, the amount invested by R in scheme A = (a – 2000) rupees

The amount invested by P in scheme B = (a + 1500) rupees

And the amount invested by R in scheme B = (a – 2000 + 1000) = (a – 1000) rupees

Now,

[(a * 5r * 2)/100] – [{(a + 1500) * 4r * 3}/100] = -900

10ar – (12ar + 18000r) = -90000

12ar + 18000r – 10ar = 90000

2ar + 18000r = 90000

ar + 9000r = 45000 ------------(1)

And,

[{(a – 2000) * 5r * 2}/100] – [{(a – 1000) * 4r * 3}/100] = -600

(10ar – 20000r) – (12ar – 12000r) = -60000

12ar – 12000r – 10ar + 20000r = 60000

2ar + 8000r = 60000

ar + 4000r = 30000 ------------(2)

From equations (1) and (2):

45000 – 9000r = 30000 – 4000r

r = 3

Rate of interest in scheme A = 5 * 3 = 15%

Rate of interest in scheme B = 4 * 3 = 12%

From equation (1):

3a + 27000 = 45000

a = 6000

Person P:

Amount invested in scheme A = Rs.6000

Amount invested in scheme B = (6000 + 1500) = Rs.7500

Person Q:

Let amount invested in scheme A = Rs.‘x’

And amount invested in scheme B = Rs.(x – 2500)

So,

[(x * 15 * 2)/100] – [{(x – 2500) * 12 * 3}/100] = 300

30x – (36x – 90000) = 30000

x = 10000

Amount invested in scheme A = Rs.10000

Amount invested in scheme B = (10000 – 2500) = Rs.7500

Person R:

Amount invested in scheme A = (6000 – 2000) = Rs.4000

Amount invested in scheme B = (6000 – 1000) = Rs.5000

Person S:

Let amount invested in scheme A = Rs.‘y’

And amount invested in scheme B = Rs.(y – 3000)

So,

[(y * 15 * 2)/100] – [{(y – 3000) * 12 * 3}/100] = 600

30y – (36y – 108000) = 60000

y = 8000

Amount invested in scheme A = Rs.8000

Amount invested in scheme B = (8000 – 3000) = Rs.5000

Rate of interest in scheme A = 15%

Amount invested by R in scheme A = Rs.4000

So, CI received by R from scheme A after 2 years:

4000 * (1 + 15/100)² – 4000 = Rs.1290

Rate of interest in scheme B = 12%

Amount invested in scheme B = Rs.5000

So, SI received by R from scheme B after 3 years:

(5000 * 12 * 3)/100 = Rs.1800

Required ratio = 1290: 1800 = 43: 60

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Study the following data carefully and answer the questions:The line graph given below shows four persons P, Q, R and S invested different amounts in two different schemes i.e., A and B and both the schemes give simple interest at different rate of interest.Note:1: Ratio of rate of interest in scheme A to that in scheme B is 5 : 4.2: Amount invested by R in scheme A is 2000 less than that invested by P in scheme A.If scheme A were given compound interest, then what would be the ratio of compound interest received by R from scheme A after 2 years to the simple interest received by him from scheme B after 3 years?a)319 : 450b)2 : 3c)91 : 120d)43 : 60e)13 : 20Correct answer is option 'D'. Can you explain this answer?

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Study the following data carefully and answer the questions:The line graph given below shows four persons P, Q, R and S invested different amounts in two different schemes i.e., A and B and both the schemes give simple interest at different rate of interest.Note:1: Ratio of rate of interest in scheme A to that in scheme B is 5 : 4.2: Amount invested by R in scheme A is 2000 less than that invested by P in scheme A.If scheme A were given compound interest, then what would be the ratio of compound interest received by R from scheme A after 2 years to the simple interest received by him from scheme B after 3 years?a)319 : 450b)2 : 3c)91 : 120d)43 : 60e)13 : 20Correct answer is option 'D'. Can you explain this answer? for Banking Exams 2025 is part of Banking Exams preparation. The Question and answers have been prepared according to the Banking Exams exam syllabus. Information about Study the following data carefully and answer the questions:The line graph given below shows four persons P, Q, R and S invested different amounts in two different schemes i.e., A and B and both the schemes give simple interest at different rate of interest.Note:1: Ratio of rate of interest in scheme A to that in scheme B is 5 : 4.2: Amount invested by R in scheme A is 2000 less than that invested by P in scheme A.If scheme A were given compound interest, then what would be the ratio of compound interest received by R from scheme A after 2 years to the simple interest received by him from scheme B after 3 years?a)319 : 450b)2 : 3c)91 : 120d)43 : 60e)13 : 20Correct answer is option 'D'. Can you explain this answer? covers all topics & solutions for Banking Exams 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Study the following data carefully and answer the questions:The line graph given below shows four persons P, Q, R and S invested different amounts in two different schemes i.e., A and B and both the schemes give simple interest at different rate of interest.Note:1: Ratio of rate of interest in scheme A to that in scheme B is 5 : 4.2: Amount invested by R in scheme A is 2000 less than that invested by P in scheme A.If scheme A were given compound interest, then what would be the ratio of compound interest received by R from scheme A after 2 years to the simple interest received by him from scheme B after 3 years?a)319 : 450b)2 : 3c)91 : 120d)43 : 60e)13 : 20Correct answer is option 'D'. Can you explain this answer?.

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