In how many years will rate of simple interest money double itself at 8%per annum?
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Answered by
1
We know that
Amount = p*r*t/100 +p
Amount is double of principle
Let principal is x then amount is 2x
Therefore let time is the and rate is 8%
Amount= x * 8* t/100 +x
2x = x (8 t /100 + 1)
2 -1 = 8t /100
100= 8t
T = 100/8
T = 12.50 years
Time taken for double of principle is 12year and 6 month
Amount = p*r*t/100 +p
Amount is double of principle
Let principal is x then amount is 2x
Therefore let time is the and rate is 8%
Amount= x * 8* t/100 +x
2x = x (8 t /100 + 1)
2 -1 = 8t /100
100= 8t
T = 100/8
T = 12.50 years
Time taken for double of principle is 12year and 6 month
Answered by
0
Let principal = x, then the Amount = 2x.
So, Interest = Amount - Principal
= 2x - x
= x.
We know that SI = PRT/100
x = (x * 8 * T)/100
100x = 8x * T
100x/8x = T
12.5 = T.
Therefore the time has taken = 12.5 years.
Hope this helps!
So, Interest = Amount - Principal
= 2x - x
= x.
We know that SI = PRT/100
x = (x * 8 * T)/100
100x = 8x * T
100x/8x = T
12.5 = T.
Therefore the time has taken = 12.5 years.
Hope this helps!
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