{ 44-[28+(8+5)]} 2.
2 answers:
You might be interested in
By using the compound interest formula we have:
Where A(t) is your final amount, p is the principal amount r is the rate in decimals n is the amount of times compounded and t is time. But plunging in our values P=7800, r=0.052, t=11, n=12 (12 months in 1 year). we have:
Where A(t) is your final amount, p is the principal amount r is the rate in decimals n is the amount of times compounded and t is time. But plunging in our values P=7800, r=0.052, t=11, n=12 (12 months in 1 year). we have: