Question

erica has 32 pairs of shoes. 5/8 of erica's shoes are high heels how many of her shoes are high heels?

Answer 1

Erica has 40 high heel shoes, which is determined by multiplying the total number of shoes she has (64) by 5/8 since 5/8 of her shoes are high heels.

Step-by-step explanation:

Erica has 32 pairs of shoes, which means she has a total of 32 x 2 = 64 individual shoes. To find out how many of these shoes are high heels, we can use the given fraction 5/8. We multiply the total number of shoes by 5/8 to find the number of high heel shoes. Here's the step-by-step calculation:

• Multiply the number of pairs by 2 to get the total number of shoes: 32 pairs x 2 = 64 shoes.
• Multiply the total number of shoes by 5/8, since 5/8 of Erica's shoes are high heels: 64 shoes x 5/8 = 40 shoes.

Therefore, Erica has 40 high heel shoes.

Answer 2

Given Data:

Total number of shoes Erica has is: t=32

The portion of high heel shoes is: r=5/8

The expression to calculate the total number of high heel shoes is,

`\begin{gathered} \text{Total Number of high h}eel\text{ shoes=r}* t \\ =(5)/(8)*32 \\ =5*4 \\ =20 \end{gathered}`

Thus, Erica has 20 high heel shoes.