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Niharika borrows Rs.10000 for 2 years at 4% p.a. Simple interest. She immediately lends money to Girish at 50/4% p.a. for 2 years. Find the gain of 1 year?
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Explanation :(10000*50*1/ 4*100 ) – (10000*4*1 / 100)
1250-400 = 850
A certain amount of money amounts to Rs. 720 in 2 years and to Rs. 870 in 4(1/2) years. Find the rate of interest if S.I. is reckoned.
Explanation :
Trick: (A1*T2- A2*T1) / T2-T1
(720*9/2 )–(870* 2) / ( 9/2) -2
At what percent per annum will a sum of money triple in 16 years?
P = P, SI=2P, T=16
Rate= 100*2P/P*16
The Simple Interest on a certain sum of money for 3(1/2) years at 16% p.a. is 60 less than the SI on the same sum for 4(1/2) years at 14% p.a. Find the sum.
Explanation :X*9*14/ 100*2 – x*7*16/ 100*2 =60
A man lends Rs.20000 in four parts if he gets 8% on Rs.4000, 6(1/2)% on Rs. 8000 and 8(1/2)% on Rs.6000. What percent must he get for the remainder, if his average annual interest is 9.13%?
(4000*8*1)/100 + (8000*13*1)/2*100 +(6000*17*1)/100 + (2000*R*1)/100 =9.13/100 *20000
A sum was put at S.I. at certain rate for 4 years. Had it been put at 6% higher rate, it would have fetched Rs.800 more. Find the sum.
At 6% higher, increase in SI for 4 years= Rs.800
For 1 year= 800/4= 200
200 is 6% of the sum
1%= 200/6
Sum= 200*100 / 6
If a sum of money becomes 16 times in 4 years at SI. The rate of interest is
Trick: 100(x-1) / T i.e. 100(16-1) / 4
X= No. of times it becomes
A certain sum of money amounts to Rs.800 in 2 years and to Rs. 920 in 3 years then the sum is.
Trick: (A2 – A1)/ T2-T1
(920-800) /1 = 120
P = 800-240 = 560
The SI on a sum of money will be Rs.2500 after 5 years. In the next 5 years Principal is trebled, what will be the total interest at the end of the 10th year?
Trick: (n+1) * x i.e. (3+1) *2500
N= No. of times it become
X= SI
A sum of money becomes 8 times at SI rate of 5% p.a. At what rate percent will it become twelve fold?
[ (m-1) *r ] / n-1
[(12-1) *5] /(8-1)
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