Consider a $2,700 deposit earning 6 percent interest per year for 9 years. How much total interest is earned on the original dep
1 answer:
Answer:
Total interest earned on the original deposit=$403.593
Explanation:
Total Interest earned after 6 years using compound Interest:
Where:
PV is the deposit amount
i is the interest Rate
FV=$4561.593
Total Interest earned after 6 years=FV-PV
Total Interest earned after 6 years=$4561.593-$2,700
Total Interest earned after 6 years=$1861.593
Total Interest earned after 6 years using single Interest:
Total Interest=$2,700*0.06*9
Total Interest =$1458
Total interest earned on the original deposit=Total Interest earned after 6 years-Total Interest
Total interest earned on the original deposit=$1861.593-$1458
Total interest earned on the original deposit=$403.593
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Explanation:
Since the cash flows are given in the question for the Investment A and the Investment B
So, the present value could be find out by multiplying the each year cash inflows with its discounted factor i.e 9%
So that the present value could come
The discount factor should be computed by
= 1 ÷ (1 + rate) ^ years
The attachment is shown below:
