Calculate the firm's WACM$/$unit$.$

A$.516,80$ wanit

B$.$ $$8\mathrm{.}40$ unit

C$.58\mathrm{.}11/$unit

D$.$ $$4,06$ runit

Calculate the firm's break$-$even point $($wbere profit is equal to zero$)$ in TOTAL units.

A$.37,873$ units

B$.75,745$ units

C$.78,453$ units

D$.156,906$ units

Assuming the sales mix remains constant, calculate the number of MEDIUM units the firm would need to sell at break$-$even.

A$.31,437$ units

B$.47,017$ units

C$.64,268$ units

D$.78,453$ units

Assuming the sales mix remains constant, calculate the number of XLARGE units the firm would need to sell at break$-$even.

A$.31,437$ units

B$.47,017$ units

C$.78,453$ units

D$.92,211$ units

Assuming the sales mix remains constant, calculate the TOTAL nurmber of units the firm would need to sell to achieve a target profit of $$285,376.$

A$.113,641$ units

B$.109,718$ units

C$.43,265$ units

D$.35,189$ units

Currently the firm sells the smallest proportion of MEDIUM units. What would happen if the firm starts selling more MEDIUM units than XLARGE units?

A$.$ The firm's WACM$/$unit will increase and the total break$-$even units will decrease.

$B.$ The firm's WACM$/$unit will increase and the total break$-$even units will increase.

C$.$ The firm's WACM$/$unit will decrease and the total break$-$even units will decrease.

D$.$ The firm's WACM$/$unit will decrease and the total break$-$even units will increase.

$3$