Write the rate in simplest form.
-102 hours for 14 projects
A) $\frac{51 \text { hours }}{7 \text { projects }}$
B) $\frac{102 \text { hours }}{51 \text { projects }}$
C) $\frac{14 \text { hours }}{51 \text { projects }}$
D) $\frac{51 \text { hours }}{8 \text { projects }}$

Question

Quizplus · Accepted Answer

The rate can be simplified by dividing both the numerator and the denominator by their greatest common divisor, which is 14. This gives $\frac{102}{14} = \frac{51}{7}$, or 51 hours per 7 projects.

Write the Rate in Simplest Form 51 hours 7 projects \frac{51 \text { hours }}{7 \text { projects }}7 projects 51 hours ​

Write the Rate in Simplest Form $\frac{51 \text { hours }}{7 \text { projects }}$