A buy$-$here, pay$-$here car lot appeals to low$-$income and financially distressed consumers. The buy$-$here, pay$-$here car lots allow for people with poor, or no credit to purchase a car with an agreement to pay the dealership routine, scheduled payments on predetermined dates. A recent study found that $60\%$ paid on time, as agreed, $30\%$ paid slow, but within acceptable time frames, and the remainder simply defaulted and returned the car to the dealership. Another local dealership reviewed the most recent $300$ contracts and found that $185$ of the contracts paid as agreed, $80$ paid slow, and the remainder defaulted.

Given this information, what is the p$-$value?

$\mathrm{.}0534$

$\mathrm{.}0663$

$0\mathrm{.}0435$

$\mathrm{.}0345$