Question 1193208: Ginette invests $12,000 in an account paying compound interest for 2 years.
In the first year the rate of interest is x%
At the end of the first year, the value of Ginette's investment is $12,336.
In the second year the rate of interest is x/2 %
What is the value of Ginette's investment at the end of 2 years?
Answer by ikleyn(52784) (Show Source):
You can put this solution on YOUR website! .
To find the interest rate x in the first year, divide 12336 dollars by 12000 dollars. You will get
= 1.028.
Thus the effective growth coefficient is 1.028. Hence, the annual compound interest in the first year is 2.8%.
In the second year, the annual interest rate is half of it, i.e. 0.028/2 = 0.014,
or the growth multiplicative coefficient of the compound interest in the second year is 1.014.
Hence, the amount after the second year will be
12336*1.014 = 12508.70 dollars. ANSWER
Solved.
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To see many other similar (and different) solved problems on compounded interest accounts, look into the lesson
- Compounded interest percentage problems
in this site.
Learn the subject from there.
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