not pay dividends over the next five years. You also collect information on five zero$-$coupon bonds:

Bond A$,$ B$,$ C$,$ D$,$ and E$.$ All bonds have a face value of $$100.$ The price and maturity of these five

bonds as of Jan. $1,2020,$ is summarized in Table $2$ below:

Table $2$: Bond Prices on Jan. $1,2020$

An investor has just taken a long position in a $5-$year forward contract on the stock $($i$.$e$.,$ expiration

date is January $1,2025).$

On January $1,2021,$ the stock price decreases to $$95$ and the updated bond prices for each maturity

is summarized in Table $3$ below:

Table $3$: Bond Prices on Jan. $1,2021$

$($b$)$ What is the price of Bond A on January $1,2021?$

$($c$)$ What is the current forward price on the stock with the same expiration date of January $1,2025?$

$($d$)$ What is the value today $($i$.$e$.,$ on January $12021)$ of the original long position in the forward

contract established on January $1,2020?$