Solve the problem.
-Johnny's Bakery cuts their blueberry pies into 6 slices and their pizzas into 12 slices. On a busy Saturday, they sold 59 slices of blueberry pie, or $\frac{59}{6}$ pies, and 125 slices of pizza, or $\frac{125}{12}$ pizzas. Convert $\frac{59}{6}$ and $\frac{125}{12}$ to mixed numerals.
A) $9 \frac{5}{59}, 10 \frac{5}{125}$
B) $59 \frac{5}{6}, 125 \frac{5}{12}$
C) $9 \frac{5}{6}, 10 \frac{5}{12}$
D) $9 \frac{9}{59}, 10 \frac{10}{125}$

Question

Quizplus · Accepted Answer

To convert $\frac{59}{6}$ to a mixed numeral, divide 59 by 6. This gives 9 with a remainder of 5, so it is $9 \frac{5}{6}$. For $\frac{125}{12}$, divide 125 by 12. This gives 10 with a remainder of 5, so it is $10 \frac{5}{12}$.

Solve the Problem 596\frac{59}{6}659​ Pies, and 125 Slices of Pizza, Or 12512\frac{125}{12}12125​

Solve the Problem $\frac{59}{6}$ Pies, and 125 Slices of Pizza, Or $\frac{125}{12}$