Break$-$even analysis Barry Carter is considering opening a used$-$book store. He wants to estimate the number of books he must sell to break even. The books will be sold for $$13\mathrm{.}92$ each, variable operating costs are $$9\mathrm{.}84$ per book, and annual fixed operating costs are $$73,300.$

a$.$ Find the operating break$-$even point in number of books.

b$.$ Calculate the total operating costs at the break$-$even volume found in part $($a$).$

c$.$ If Barry estimates that at a minimum he can sell $2,070$ books per month, should he go into the business?

d$.$ How much EBIT will Barry realize if he sells the minimum $2,070$ books per month noted in part $($c$)?$

a$.$ The operating break$-$even point is $$ units. $($Round to the nearest integer.$)$

b$.$ The total operating costs at the break$-$even volume is $ $($Round to the nearest dollar.$)$

c$.$ The total units that Barry can sell in a year is $$ units. $($Round to the nearest integer.$)$

Should Barry go into the business? $($Select from the drop$-$down menu.$)$

Barry $$ go into the used books business.

d$.$ The EBIT will be $ $($Round to the nearest dollar.$)$