"Assume zero interest rates and no dividends. The $1-$year TSLA call option at $K=400$ is priced at $$141,$ and the $1-$year TSLA put option at the same strike is priced at $$88.($i$)$

Based on put$-$call parity, infer the $1-$year forward price on TSLA

$($ii$)$ What is the present value of a $1-$year forward on TSLA with delivery price of $400?$

$|($value for one share, not $100$ shares$)($iii$)$ What's the instrinsic value

and time value

of the call option?

$($iv$)$ What is the intrinsic value

and time value $($

of the put option? $($v$)$ which option is in$-$the$-$money?

$($answer $"\text{'}"$call$"\text{'}$ or $"\text{'}$put$"\text{'}).$ Give all numeric answers in integers."