A person deposits $1000 into a savings account that earns interest at 12.25% compounded daily. How much interest will be earned during the second year? Ans; 147.27$
A person deposits $1000 into a savings account that earns interest at 12.25% compounded daily. How much interest will be earned during the second year? Ans; 147.27$ | |||||||
Compound Interest= | P(1+r)^n-1 | ||||||
P | 1000 | ||||||
r | 12.25% | ||||||
Installment | |||||||
Year1 | =E7*(1+E8/365)^(365) | 1130.296 | |||||
year2 | =E7*(1+E8/365)^(2*365) | 1277.569 | |||||
Interest earned during year 2 | =G13-G12 | ||||||
147.2729 |
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