Thornton Corporation produces products that it sells for $$13$ each. Variable costs per unit are $$9,$ and annual flxed costs are $$84,800.$ Thornton desires to earn a profit of $$13,600.$

Requir

a$.$ Use the equation method to determine the break$-$even point in units and dollars.

b$.$ Determine the sales volume in units and dollars required to earn the desired profit.

$\backslash$table$[[$a$.$ Break$-$even point in units,$],[$a$.$ Break$-$even point in dollars,$],[$b$.$ Sales volume in units,$],[$b$.$ Sales in dollars,$]]$