$1.$ You hold a long position in one ABC $75$ call option for a premium of $$2.$ Ignoring transaction costs, find the break$-$even price of the position at expiration. Graph the payoff and profit curve. $(10$ marks$)$

$2.$ You hold a short position in one ABC $40$ call option for a premium of $$1\mathrm{.}5.$ Ignoring transaction costs, find the break$-$even price of the position at expiration. Graph the payoff and profit

curve. $(10$ marks$)$

$3.$ You hold a long position in one ABC $100$ put option for a premium of $$5.$ Ignoring transaction costs, find the break$-$even price of the position at expiration. Graph the payoff and profit

curve. $(10$ marks$)$

$4.$ You hold a short position in one ABC $150$ put option for a premium of $$5.$ Ignoring transaction costs, find the break$-$even price of the position at expiration. Graph the payoff and profit

curve. $(10$ marks$)$

$5.$You hold a long position in one ABC $50$ call warrant with the conversion ratio of $10$ and a lot size of $1,000.$ Assume that you paid $$0\mathrm{.}5$ per warrant to buy a lot and the current price of the

stock is $$53.$ Show the profit per lot of warrants. $(5$ marks$)$

$6.$ You hold a long position in one ABC $80$ put warrant with the conversion ratio of $100$ and a lot size of $1,000.$ Assume that you paid $$0\mathrm{.}07$ per warrant to buy a lot and the current price of the

stock is $$85.$ Show the profit per lot of warrants.

$(5$ marks$)$