The formula for compounding interest is P=C(1+r/n)^nt
P=Final amount
C=Initial Amount
r=percentage gained as decimal
n=compounds per year
t=number of years
Semiannually means twice a year.
So to begin fill in all the given information;
P=1847(1+.06/2)^2 x 5
P=1847(1.03)^10
P=1847 x 1.3439163793441219
P=2482.2135526485931493
But you are not done, for P equals the amount after 5 years and includes the initial balance, so subtract the initial balance to find just the interest.
2482.2135526485931493-1847=635.2135526485931493
The answer is B (the third answer down, might be incorrect)
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The formula for compounding interest is P=C(1+r/n)^nt
P=Final amount
C=Initial Amount
r=percentage gained as decimal
n=compounds per year
t=number of years
Semiannually means twice a year.
So to begin fill in all the given information;
P=1847(1+.06/2)^2 x 5
P=1847(1.03)^10
P=1847 x 1.3439163793441219
P=2482.2135526485931493
But you are not done, for P equals the amount after 5 years and includes the initial balance, so subtract the initial balance to find just the interest.
2482.2135526485931493-1847=635.2135526485931493
The answer is B (the third answer down, might be incorrect)
b. $635.21