Answer these questions pls$.$

Company $K$ sells a product in two models. The basic model has a price per unit of $$200$ and variable costs per unit

of $$120.$ The deluxe model has a price per unit of $$250$ and variable costs per unit of $$150.$ Its typical sales mix is

$60\%$ basic models and $40\%$ deluxe models. Total fixed costs for the year are $$88,000.$ How many basic and deluxe

units must Company $K$ sell to break even?

Basic model: $660$ units; deluxe model: $440$ units

Basic model: $600$ units; deluxe model: $400$ units

Basic model: $450$ units; deluxe model: $300$ units

Basic model: $540$ units; deluxe model: $360$ units

Company $L$ sells a product in two models. The basic model has a contribution margin per unit of $$80$ and the

deluxe model has has a contribution margin per unit of $$100.$ Its typical sales mix is $70\%$ basic models and $30\%$

deluxe models. Total fixed costs for the year are $$86,000.$ How many basic and deluxe units must Company $L$ sell

to make a profit of $$43,000?$

Basic model: $980$ units; deluxe model: $420$ units

Basic model: $420$ units; deluxe model: $980$ units

Basic model: $450$ units; deluxe model: $1050$ units

Basic model: $1,050$ units; deluxe model: $450$ units Breakeven analysis of three products is similar to the analysis of two products. Company $M$ sells a product in three

models. The model A has a contribution margin per unit of $$10.$ The model $B$ has a CM per unit of $$12.$ And the

model C has a CM per unit of $$15.$ Its typical sales mix is $40\%$ model A$,30\%$ model B and $30\%$ model C$.$ Total fixed

costs for the year are $$121,000.$ How many basic and deluxe units must Company $M$ sell to break even?

Model A: $5,000$ units; Model B: $3,750$ units; Model C: $3,750$ units

Model A: $4,000$ units; Model B: $3,000$ units; Model C: $3,000$ units

Model A: $2,000$ units; Model B: $1,500$ units; Model C: $1,500$ units

Model A: $6,000$ units; Model B: $4,500$ units; Model C: $4,500$ units