Solve the Problem $8 \mathrm{a} . \mathrm{m}$ Suppose That He Drives at a Constant Speed Of from His

Solve the problem.
-On a business trip, Jon must drive from his office to a clients's office, a distance of 204 miles. He sets off a $8 \mathrm{a} . \mathrm{m}$ . Suppose that he drives at a constant speed of $67 \mathrm{mph}$ . Find the rule of the function $f(t)$ that gives his distance from the client's office at time $t$ hours (with $t=0$ corresponding to 8 a.m.)

A) $f(t) =204-\frac{67}{t}$
B) $f(t) =204+67 t$
C) $f(t) =204-67 t$
D) $f(t) =67 t$