the principal is P = 5000$
rate r = 13.5 %
time t = 5 years
the Amount after 5 years will be
[tex]A=P(1-\frac{r}{100})^t[/tex][tex]A=5000(1-\frac{13.5}{100})^5[/tex][tex]A=5000\times(\frac{86.5}{100})^5[/tex][tex]A=5000\times0.4842[/tex]A = 2421.31 $
thus the answer is option D
