in what time will the interest on a sum equal half the money at the rate of 10%
Answers
Answered by
4
Given
Rate=10%
Let assume sum=100
Then interest =50 (according to the question)
(taking simple interest case, (you didn't mention any thing about type of interest))
So as we know
Si= pxrxt /100
P=100 (assumed)
Si=50(ATQ)
R=10%
50=100x10xt/100
50=10xt
T=50/10
T=5yrs
You can solve with x also
Let assume sum=x
Interest =x/2 (ATQ)
Si=pxrxt/100
X/2 = X x 10 x t/100
X/2 =X x t/10
10X/2 = X x t
5x=X x t
5x/x =T
T=5yrs
This is ur ans hope it will help you in case of any doubt comment below
Rate=10%
Let assume sum=100
Then interest =50 (according to the question)
(taking simple interest case, (you didn't mention any thing about type of interest))
So as we know
Si= pxrxt /100
P=100 (assumed)
Si=50(ATQ)
R=10%
50=100x10xt/100
50=10xt
T=50/10
T=5yrs
You can solve with x also
Let assume sum=x
Interest =x/2 (ATQ)
Si=pxrxt/100
X/2 = X x 10 x t/100
X/2 =X x t/10
10X/2 = X x t
5x=X x t
5x/x =T
T=5yrs
This is ur ans hope it will help you in case of any doubt comment below
Answered by
1
Step-by-step explanation:
Rate = 10%
x+x×10/100
2x=10/100
x=10/2
x=5
hense, the time is : 5years
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