Banking Exams Exam  >  Banking Exams Questions  >  Raman and Aman invested some amounts every mo... Start Learning for Free
Raman and Aman invested some amounts every month in the ratio 3:4 respectively. If after 6 months Raman and Aman added Rs.4000 and Rs.3000 respectively to their initial investments, and at the end of one year, ratio of investments of Raman and Aman becomes 16:19 respectively, then what was the initial amount invested by Raman?
  • a)
    Rs.9000
  • b)
    Rs.8000
  • c)
    Rs.12000
  • d)
    Rs.15000
  • e)
    Rs.6000
Correct answer is option 'E'. Can you explain this answer?
Most Upvoted Answer
Raman and Aman invested some amounts every month in the ratio 3:4 resp...
Let initial amounts invested by Raman and Aman be 3Y and 4Y respectively.
Total investment of Raman at the end of 1-year = ((3Y) x 12) + (4000 x 6)
= 36Y + 24000
Total investment of Aman at the end of 1-year = ((4Y) x 12) + (3000 x 6)
= 48Y + 18000
Required ratio = (36Y +24000)/ (48Y +18000) = (16/19)
19 x (36Y +24000) = 16 x (48Y + 18000)
684Y + 456000 = 768Y + 288000
456000 - 288000 = 768Y - 684Y
168000 = 84Y
Y = 2000
So, initial amount invested by Raman = 3Y = Rs.6000.
Free Test
Community Answer
Raman and Aman invested some amounts every month in the ratio 3:4 resp...
Let's assume that Raman invests Rs. 3x per month and Aman invests Rs. 4x per month.

After 6 months, Raman adds Rs. 4000 to his initial investment, so his total investment becomes 6 * 3x + 4000.

Similarly, after 6 months, Aman adds Rs. 3000 to his initial investment, so his total investment becomes 6 * 4x + 3000.

At the end of one year, the ratio of investments of Raman and Aman is given as 16:19. Therefore, we can write the equation:

(6 * 3x + 4000) / (6 * 4x + 3000) = 16/19

Now, let's solve this equation to find the value of x.

Cross multiplying, we get:

19 * (6 * 3x + 4000) = 16 * (6 * 4x + 3000)

114 * 3x + 76000 = 96 * 4x + 48000

342x + 76000 = 384x + 48000

384x - 342x = 76000 - 48000

42x = 28000

x = 28000 / 42

x = 666.67

Now, we can find the initial amount invested by Raman:

Initial investment by Raman = 3x = 3 * 666.67 = Rs. 2000

So, the correct answer is option E) Rs. 6000.
Explore Courses for Banking Exams exam

Similar Banking Exams Doubts

Read the following information carefully and answer the questions based on it.The man has three daughters- Rakhi, Vibha and Priyanka. Priyanka is ..A….. years younger to Rakhi and Rakhi is younger to Vibha by the same. The man was planning to invest for her daughters in a monthly scheme. According to this scheme if the man invests for 5-10 years, he will get 2 times the money invested in total while if he invests for 10-15 years, he will get 3 times the total money invested. If the man invests for more than 15 years (maximum possible investment tenure is 18 years), he will get 3.5 times of total money invested. The plan starts from 1st January and ends on 31st December such that it matures on 31st December of the year when the girl turns 18. The man planned to invest in a ratio 25:32:20 for his daughters Rakhi, Vibha and Priyanka respectively. Sum of the amount invested for Rakhi and Vibha is Rs 14250 per month. Difference in amount at maturity between Rakhi and Priyanka is …..B…..Vibha and Rakhi get 3 times of the total money invested while Priyanka gets 3.5 times of the money invested. Vibha plans to buy a house whose 40% payment will be through the amount that she gets at maturity. Cost of the house is Rs ……..C……At the time of investing, Rakhi’s age is less than 5 years, while Priyanka’s age was not 1 year. Maturity value that Priyanka gets is ……D…… less than what Vibha gets. If the total amount invested by the father on his three daughters was invested at once and he was to get 10% SI on the investment, the maturity value after 10 years of investment would be…..E……Note:- Vibha age is not less than 5 Years.Q. 3A men and 4A-2 women can finish a work in 4.5 days while 5A-1 men and 4A+1 women can finish the work in 3 days. If one man and women alternately do the work, on which day the work will get finished?

Read the following information carefully and answer the questions based on it.The man has three daughters- Rakhi, Vibha and Priyanka. Priyanka is ..A….. years younger to Rakhi and Rakhi is younger to Vibha by the same. The man was planning to invest for her daughters in a monthly scheme. According to this scheme if the man invests for 5-10 years, he will get 2 times the money invested in total while if he invests for 10-15 years, he will get 3 times the total money invested. If the man invests for more than 15 years (maximum possible investment tenure is 18 years), he will get 3.5 times of total money invested. The plan starts from 1st January and ends on 31st December such that it matures on 31st December of the year when the girl turns 18. The man planned to invest in a ratio 25:32:20 for his daughters Rakhi, Vibha and Priyanka respectively. Sum of the amount invested for Rakhi and Vibha is Rs 14250 per month. Difference in amount at maturity between Rakhi and Priyanka is …..B…..Vibha and Rakhi get 3 times of the total money invested while Priyanka gets 3.5 times of the money invested. Vibha plans to buy a house whose 40% payment will be through the amount that she gets at maturity. Cost of the house is Rs ……..C……At the time of investing, Rakhi’s age is less than 5 years, while Priyanka’s age was not 1 year. Maturity value that Priyanka gets is ……D…… less than what Vibha gets. If the total amount invested by the father on his three daughters was invested at once and he was to get 10% SI on the investment, the maturity value after 10 years of investment would be…..E……Note:- Vibha age is not less than 5 Years.Q. Three friends started a business and invested money in ratio (A+3):(A+2):(2A+3) such that the total money invested in the partnership is 3B+4D. At the end of year, the business generated a profit of Rs 64576. The third friend pulled out his capital and profits both at the end of the 1st year and invested the money in a scheme with 10% annual return (compounded yearly). What is the capital with the third friend at the end of 3rd year?

Raman and Aman invested some amounts every month in the ratio 3:4 respectively. If after 6 months Raman and Aman added Rs.4000 and Rs.3000 respectively to their initial investments, and at the end of one year, ratio of investments of Raman and Aman becomes 16:19 respectively, then what was the initial amount invested by Raman?a)Rs.9000b)Rs.8000c)Rs.12000d)Rs.15000e)Rs.6000Correct answer is option 'E'. Can you explain this answer?
Question Description
Raman and Aman invested some amounts every month in the ratio 3:4 respectively. If after 6 months Raman and Aman added Rs.4000 and Rs.3000 respectively to their initial investments, and at the end of one year, ratio of investments of Raman and Aman becomes 16:19 respectively, then what was the initial amount invested by Raman?a)Rs.9000b)Rs.8000c)Rs.12000d)Rs.15000e)Rs.6000Correct answer is option 'E'. 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 Raman and Aman invested some amounts every month in the ratio 3:4 respectively. If after 6 months Raman and Aman added Rs.4000 and Rs.3000 respectively to their initial investments, and at the end of one year, ratio of investments of Raman and Aman becomes 16:19 respectively, then what was the initial amount invested by Raman?a)Rs.9000b)Rs.8000c)Rs.12000d)Rs.15000e)Rs.6000Correct answer is option 'E'. 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 Raman and Aman invested some amounts every month in the ratio 3:4 respectively. If after 6 months Raman and Aman added Rs.4000 and Rs.3000 respectively to their initial investments, and at the end of one year, ratio of investments of Raman and Aman becomes 16:19 respectively, then what was the initial amount invested by Raman?a)Rs.9000b)Rs.8000c)Rs.12000d)Rs.15000e)Rs.6000Correct answer is option 'E'. Can you explain this answer?.
Solutions for Raman and Aman invested some amounts every month in the ratio 3:4 respectively. If after 6 months Raman and Aman added Rs.4000 and Rs.3000 respectively to their initial investments, and at the end of one year, ratio of investments of Raman and Aman becomes 16:19 respectively, then what was the initial amount invested by Raman?a)Rs.9000b)Rs.8000c)Rs.12000d)Rs.15000e)Rs.6000Correct answer is option 'E'. Can you explain this answer? in English & in Hindi are available as part of our courses for Banking Exams. Download more important topics, notes, lectures and mock test series for Banking Exams Exam by signing up for free.
Here you can find the meaning of Raman and Aman invested some amounts every month in the ratio 3:4 respectively. If after 6 months Raman and Aman added Rs.4000 and Rs.3000 respectively to their initial investments, and at the end of one year, ratio of investments of Raman and Aman becomes 16:19 respectively, then what was the initial amount invested by Raman?a)Rs.9000b)Rs.8000c)Rs.12000d)Rs.15000e)Rs.6000Correct answer is option 'E'. Can you explain this answer? defined & explained in the simplest way possible. Besides giving the explanation of Raman and Aman invested some amounts every month in the ratio 3:4 respectively. If after 6 months Raman and Aman added Rs.4000 and Rs.3000 respectively to their initial investments, and at the end of one year, ratio of investments of Raman and Aman becomes 16:19 respectively, then what was the initial amount invested by Raman?a)Rs.9000b)Rs.8000c)Rs.12000d)Rs.15000e)Rs.6000Correct answer is option 'E'. Can you explain this answer?, a detailed solution for Raman and Aman invested some amounts every month in the ratio 3:4 respectively. If after 6 months Raman and Aman added Rs.4000 and Rs.3000 respectively to their initial investments, and at the end of one year, ratio of investments of Raman and Aman becomes 16:19 respectively, then what was the initial amount invested by Raman?a)Rs.9000b)Rs.8000c)Rs.12000d)Rs.15000e)Rs.6000Correct answer is option 'E'. Can you explain this answer? has been provided alongside types of Raman and Aman invested some amounts every month in the ratio 3:4 respectively. If after 6 months Raman and Aman added Rs.4000 and Rs.3000 respectively to their initial investments, and at the end of one year, ratio of investments of Raman and Aman becomes 16:19 respectively, then what was the initial amount invested by Raman?a)Rs.9000b)Rs.8000c)Rs.12000d)Rs.15000e)Rs.6000Correct answer is option 'E'. Can you explain this answer? theory, EduRev gives you an ample number of questions to practice Raman and Aman invested some amounts every month in the ratio 3:4 respectively. If after 6 months Raman and Aman added Rs.4000 and Rs.3000 respectively to their initial investments, and at the end of one year, ratio of investments of Raman and Aman becomes 16:19 respectively, then what was the initial amount invested by Raman?a)Rs.9000b)Rs.8000c)Rs.12000d)Rs.15000e)Rs.6000Correct answer is option 'E'. Can you explain this answer? tests, examples and also practice Banking Exams tests.
Explore Courses for Banking Exams exam

Top Courses for Banking Exams

Explore Courses
Signup for Free!
Signup to see your scores go up within 7 days! Learn & Practice with 1000+ FREE Notes, Videos & Tests.
10M+ students study on EduRev