Michael C. answered 03/06/17
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Accrued Amount = Principal*(1+i)n ; A = P(1+i)n; given that i is the annual compounded interest rate
A/P = (1+i)n
125/50 = (1.04)n
you can take logs on both sides:
log10 2.5 = n*log10 1.04
0.3979 = n*0.01703
therefore n = 0.3979/0.01703 = 23.36 years