If a sum on compound interest becomes three times in 4 years
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Let the sum be P
The sum P becomes 3P in 4 years of compound interest
3P=P(1+R/100)^4⇒3=(1+R100)4
Let the sum P becomes 81P in n years
81P=P(1+R100)n⇒81=(1+R/100)^n ⇒ (3)^4 = (1+R/100)^n ⇒ ((1+R/100)4)^4=(1+R/100)^n⇒(1+R/100)^16=(1+R/100)^nn=16
i.e, the sum will become 81 times in 16 years
The sum P becomes 3P in 4 years of compound interest
3P=P(1+R/100)^4⇒3=(1+R100)4
Let the sum P becomes 81P in n years
81P=P(1+R100)n⇒81=(1+R/100)^n ⇒ (3)^4 = (1+R/100)^n ⇒ ((1+R/100)4)^4=(1+R/100)^n⇒(1+R/100)^16=(1+R/100)^nn=16
i.e, the sum will become 81 times in 16 years
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