Use the formula I = P x R x T
Where I=interest
P=principal investment
R=interest rate
T=time in years
In this case, we want to know R, so re-arrange the formula to get:
R = I / (P x T)
=456/ (1600x6)
=456/9600
=0.0475
=4.75%
Kate invested 4500.
2.5 years
Simple interest = 700*5/100*2 = 70Simple interest = 700*5/100*2 = 70Simple interest = 700*5/100*2 = 70Simple interest = 700*5/100*2 = 70
It is 80 currency units.
74 or 75 years
If you invested 7580 and after 5 years you have 3126.75 then the annual interest rate is negative. It is -16.23%.
It was eight years.
Kate invested 4500.
2.5 years
T = 3yrs
d 2.5 years
$14,693.28
The word "more" is comparative and therefore there needs to be at least two scenarios that are being compared. There is only one given in the question.
If an amount C is invested for n years with an interest rate of r%, then the amount of interest earned is C*n*r/100
Simple interest = 700*5/100*2 = 70Simple interest = 700*5/100*2 = 70Simple interest = 700*5/100*2 = 70Simple interest = 700*5/100*2 = 70
If the rate of annual interest is r% the period is n years and the amount invested is y Then the compound interest is y*(1+r/100)^n - y
3.25%