$$ The following companies$$ shares and options trade at the identified prices. The options have a July expiry and the identified strike prices.

Share Price Call Option Price Put Option Price

Abracadabra $$58\mathrm{.}85$ $$13\mathrm{.}30$ $$2\mathrm{.}95$ Strike at $$50$

Cinder $45\mathrm{.}102\mathrm{.}402\mathrm{.}30$ Strike at $$45$

I$-$invest $8\mathrm{.}011\mathrm{.}701\mathrm{.}50$ Strike at $$8$

Tomato $39\mathrm{.}872\mathrm{.}852\mathrm{.}70$ Strike at $$40$

$$ a$.$ Calculate the intrinsic $($minimum$)$ value and the speculative premium on the call option of each company.

$$ b$.$ Calculate the intrinsic value and the speculative premium on the put option of each company.

$$ c$.$ If the share price of Abracadabra goes to $$70,$ calculate the price of the call and put options if both have a speculative premium of $$0\mathrm{.}50.$

$$ d$.$ If the share price of Abracadabra goes to $$45,$ calculate the price of the call and put options if both have a speculative premium of $$1\mathrm{.}25.$