Bissoy.com
Doctors Medicines MCQs Q&A

Anu invested an amount in scheme A for 2 years at the rate of 15% simple interest and a different amount in scheme B for 3 years at the rate of 18% simple interest. The interest earned from scheme B is Rs. 150 more than that earned from scheme A. If the total amount invested in both the schemes is Rs. 6500, then what is the total interest received by Anu?

Anu invested an amount in scheme A for 2 years at the rate of 15% simple interest and a different amount in scheme B for 3 years at the rate of 18% simple interest. The interest earned from scheme B is Rs. 150 more than that earned from scheme A. If the total amount invested in both the schemes is Rs. 6500, then what is the total interest received by Anu? Correct Answer Rs. 2550

Let the amount invested by Anu in scheme A be Rs. x

So, the amount invested by Anu in scheme B = Rs. (6500 – x)

According to the question:

– = 150

(6500 – x) × 54 – 30x = 15000

351000 – 15000 = 84x

x = 4000

The interest received by Anu from scheme A = (4000 × 15 × 2)/100 = Rs. 1200

The interest received by Anu from scheme B = 1200 + 150 = Rs. 1350

Total interest received by Anu from both the schemes = 1200 + 1350 = Rs. 2550

Related Questions

Priya and khushi invested Rs.3000 together. Priya invested her amount at compound interest for ‘x/10’ years at x% rate interest and khushi invested half of her amount at compound interest and remaining half at simple interest at the same rate of interest for the same time period. [It is given that ‘x/10’ is a natural number] What is the value of ‘x’? Statement I: Ratio of investment of priya and khushi is 1 : 2 respectively and total sum received by them together after a particular time at x% rate of interest is Rs. 4280. Statement II: Simple interest received by khushi is Rs. 40 less than compound interest received by her. Statement III: Sum of simple interest and compound interest received by khushi after a certain time at x% rate of interest is Rs. 2500 Which of the above statement is redundant to find the answer of the given question?
Suraj invested a total of Rs 16000 in two schemes A and B. Out of the total money he invested some amount in scheme A which offers simple interest at the rate of 6% per annum for 2 years and the other amount in scheme B which offers interest at the rate of 11% per annum for 2 years. At the end of 2 years he found that the interest received from scheme B is Rs 120 more than the interest received from scheme A then find out amount invested in scheme B?
A man invested Rs. 50000 in 3 schemes A, B and C. In scheme A he invested 2/5 of the sum at the rate of 15% per annum simple interest for 3 years. 3/5 of the remaining was invested in scheme B at 5% higher the earlier rate for 3 years at compound interest and remaining was invested in scheme C at 5% higher the earlier rate for 3 years at simple interest. What was the interest earned by the man after 3 years from all the schemes together?
Ramakant invested amounts in two different schemes A and B for five years in the ratio of 5 : 4 respectively. Scheme A offers 8% simple interest and bonus equal to 20% of the amount of interest earned in 5 years on maturity. Scheme B offers 9% simple interest. If the amount invested in scheme A was Rs. 20000, what was the total amount received on maturity from both the schemes?
Rithika had Rs 8000. She invested some of it in savings scheme P and the rest ofthe money in savings scheme Q. She invested for 3 years in savings scheme P and for2 years in savings scheme Q. savings scheme P offers SI at a rate of 20% pa whilesavings scheme Q compounded annually at the rate of 30% pa. The interest receivedfrom savings scheme P is 930 more than the interest received from savings scheme Q.If Rs 1500 is debited from the invested amount of savings scheme P then find thedifference between the amount invested by Rithika in savings scheme P & savingsscheme Q.
Prasanna invested certain amount in three different schemes X, Y and Z with the rate of interest 10% p.a, 12% p.a and 15% p.a respectively. If the total interest accrued in one year was Rs. 3200 and the amount invested in Scheme Z was 150% of the amount invested in Scheme X and 240% of the amount invested in Scheme Y, what was the amount invested in Scheme Y by Prasanna ?
Each of the questions below consists of a question and three statements number I, II and III given below it. You have to decide whether the data provided in the statement are sufficient to answer the question. Priya and khushi invested Rs.3000 together. Priya invested her amount at compound interest for ‘v/10’ years at v% rate interest and khushi invested half of her amount at compound interest and remaining half at simple interest at the same rate of interest for the same time period. [It is given that ‘v/10’ is a natural number] What amount is received by Khushi after ‘v/10’ years? Statement I: Value of ‘v’ can be determined by the equation : 3v2 – 55v - 100 = 0. Statement II: Priya invested Rs. 1000 less than amount invested by Khushi. Statement III: Total sum received Priya and Khushi together after ‘v/10’ years is Rs. 4280.
Given below are three quantities named 1, 2 and 3. Based on the given information, you have to determine the relation among the three quantities. You should use the given data and knowledge of Mathematics to choose between the possible answer. The options represent the relations among three quantities. A. < B. > C. ≤ D. ≥ E. = Quantity 1: Sumit invested Rs. X for 2 years at the rate of R% per annum simple interest. The interest obtained is Rs. 450 less than the interest obtained when the same sum is invested for 2 years at the rate of (R + 9)% per annum simple interest. Find the value of X. Quantity 2: Ankit invested Rs. Y for 2 years at the rate of 10% per annum compounded annually. The interest obtained is 795 less than the compound interest received by him when he invested a sum of Rs. 3000 for 2 years at the rate of 20% per annum compounded annually. Find the value of Y. Quantity 3: Difference of CI and SI obtained on a sum of Rs. Z when invested for 2 years at 10% per annum is Rs. 20. Find the value of Z. 
Shashi had a certain amount of money. He invested $$\frac{2}{3}$$ of the total money in scheme A for 6 years and rest of the money he invested in scheme B for 2 years. Scheme A offers simple interest at a rate of 12% p.a. and scheme B offers compound interest ( compound annually) at a rate of 10% p.a. If the total interest obtained from both the schemes is Rs. 2750. What was the total amount invested by him in scheme A and scheme B together ? (Approximate value)
An equal sum is invested in two different schemes. One scheme gives simple interest and the other gives compound interest (annual compounding). The total interest obtained after 2 years from both the schemes together is Rs. 2090. If both the schemes have 18% per annum interest rate, then what is the first year interest (in Rs) of simple interest scheme?