A certain sum of money at compound interest becomes * 7,396 in two years and
7,950.70 in three years. Find the rate of interest.
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Answer:
RATE =7.5%
Step-by-step explanation:
When interest earned is compounded annually, then this means that even the interest will earn interest.
In this case the accumulated amount at time 2 years will be the principle for the accumulated amount in time 3 years.
This is because the interest will earn interest. And the period here will be one since from time 2 to 3 the interval is 1.
Calculations:
Let C =principal amount. =rs7396
Accumulated amount =rs7950.70
Formulae:C(1+i)=Accumulated amount.
7396(1+i)=7950.70
1+i=7950.70/7396
1+i=1.075
i=1.075-1
i=0.075
0.075×100%=7.5%
Rate=7.5%
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