Solve the Problem $\$ 7500$ In 1982 And $\$ 62,000$ In 1987 Let

Solve the problem.
-Assume that the sales of a certain appliance dealer are approximated by a linear function. Suppose that sales were $\$ 7500$ in 1982 and $\$ 62,000$ in 1987 . Let $x=0$ represent 1982 . Find the equation giving yearly sales $S(x)$ .

A) $S(x) =10,900 x+7500$
B) $S(x) =10,900 x+62,000$
C) $S(x) =54,500 x+62,000$
D) $S(x) =54,500 x+7500$