Question $13$

$5$ pts

Susan saved $$5000$ per year in her retirement account for $10$ years $($during age $25-35)$ and then quit saving. However, she did not make any withdrawal until she turned $65($i$.$e$.,30$ years after she stopped saving$).$ Her twin sister, Jane did not save anything during the $1$ st $10$ years $($during age $25-30)$ but saved $$5,000$ per year for $30$ years $($during age $35-65).$ What will be the difference in their retirement account balance at age $65,$ if their investments earned an average return of $8\mathrm{.}5\%$ during the entire period?

$$102,289$

$$236,265$

$$53,568$

$$162,450$