A person got Rs.48 more when he invested a certain sum at compound interest instead of simple interest for two years at 8% p.a. Find the sum?
A. Rs.7500
B. Rs.7000
C. Rs.8000
D. Rs.6500
Answer
Correct Answer: A. Rs.7500
A. Rs.7500
B. Rs.7000
C. Rs.8000
D. Rs.6500
Correct Answer: A. Rs.7500
A. Rs.18000
B. Rs.17000
C. Rs.18500
D. Rs.17500
Correct Answer: B. Rs.17000
The simple interest for the first year is 10200/2 is Rs.5100 and compound interest for the first year also is Rs.5100. The compound interest for the second year on Rs.5100 for one year
So rate of the interest = (100 * 1530)/ (5100 * 1) = 30% p.a.
So P = (100 * 10200)/ (30 * 2) = Rs.17000
A. Rs.140
B. Rs.120
C. Rs.130
D. Rs.110
Correct Answer: B. Rs.120
A. Rs.3502.80
B. Rs.3052.40
C. Rs.3054.8
D. Rs.3052.80
Correct Answer: D. Rs.3052.80
A. 4: 3
B. 3: 2
C. 6: 5
D. 7: 6
Correct Answer: D. 7: 6
Let x be the investment of Rayan in 6% and y be in 7%
x(6)(n)/100 = y(7)(n)/100
=> x/y = 7/6
x : y = 7 : 6
A. Rs.21.60
B. Rs.24.00
C. Rs.25.20
D. Rs.27.80
Correct Answer: A. Rs.21.60
A. Rs. 8600
B. Rs. 8620
C. Rs. 8800
D. None of these
Correct Answer: D. None of these
Amount = [8000 * (1 + 5/100)2]
= 8000 * 21/20 * 21/20
= Rs. 8820
A. Rs. 9000.30
B. Rs. 9720
C. Rs. 10123.20
D. Rs. 10483.20
Correct Answer: C. Rs. 10123.20
Amount = [25000 * (1 + 12/100)3]
= 25000 * 28/25 * 28/25 * 28/25 = Rs. 35123.20
C.I. = (35123.20 – 25000) = Rs. 10123.20
A. Rs. 565.25
B. Rs. 635
C. Rs. 662.02
D. Rs. 666.50
Correct Answer: C. Rs. 662.02
Amount = [200(1 + 5/100)3 + 200(1 + 5/100)2 + 200(1 + 5/100)]
= [200 * 21/20(21/20 * 21/20 + 21/20 + 1)] = Rs. 662.02
A. Rs. 16,500
B. Rs. 16,525.50
C. Rs. 16,537.50
D. Rs. 18,150
Correct Answer: C. Rs. 16,537.50
P = Rs. 15000; R = 10% p.a. = 5% per half-year; T = 1 year = 2 half-year
Amount = [15000 * (1 + 5/100)2]
= (15000 * 21/20 * 21/20) = Rs. 16537.50