where $C(0)T$$$10000.$ Compute the call option price $C(0)$ with strike price $100$ and exercise

time $T.$

$(20$ points$)An$ individual deposits $$1000in$ a savings account $atan$ annual rate $of$

What $is$ the balance $at$ the end $of$ one year for

$(a)$ Monthly compounding?

$(b)$ Continuous compoundin

$(15$ points$)$ On $31$ Dec $2022$ an individual deposit $$10,000$ in a savings account. On $30$ Jun

$2023$ he deposits an additional $$5,000.$ Throughout $2023$ the savings account pays an

annual rate of $2\%,$ compounded monthly. Assume the deposits start earning interest the

day after deposited. What is the balance at the end of one year?