Write the rate in simplest form.
-388 miles in 12 hours
A) $\frac{4 \text { miles }}{12 \text { hours }}$
B) $\frac{388 \text { miles }}{3 \text { hours }}$
C) $\frac{97 \text { miles }}{3 \text { hours }}$
D) $\frac{97 \text { miles }}{12 \text { hours }}$

Question

Quizplus · Accepted Answer

To simplify the rate, divide both the numerator and the denominator by their greatest common divisor, which is 4 in this case. $388 \div 4 = 97$ and $12 \div 4 = 3$, resulting in $\frac{97 \text{ miles }}{3 \text{ hours }}$.

Write the Rate in Simplest Form 4 miles 12 hours \frac{4 \text { miles }}{12 \text { hours }}12 hours 4 miles ​

Write the Rate in Simplest Form $\frac{4 \text { miles }}{12 \text { hours }}$