A bakery makes 15 pies. They sell pieces that are 1/4 of the pie. How many pieces can they sell from 15 pies? How do you write an expression and solve?

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A bakery makes 15 pies. They sell pieces that are 1/4 of the pie. How many pieces can they sell from 15 pies? How do you write an expression and solve?

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Answer 1 · 2018-05-28T21:54:06

There are 15 pies (let $x$ be 15)

Let y be the number of pieces they can sell in total

Each pie can be sold in 4 pieces: $15xx4$

Therefore, $x xx4=y$

$15xx4=y$

$y=60$

Answer 2 · 2018-05-28T21:58:26

See a solution process below:

Explanation:

Let's call the number of pieces we are looking for: $p$

We can then write and solve this equation using ratios:

$(4"pieces")/(1"pie") = p/(15"pie")$

$color(red)("pie") * (4"pieces")/(1"pie") = color(red)("pie") * p/(15"pie")$

$cancel(color(red)("pie")) * (4"pieces")/(1color(red)(cancel(color(black)("pie")))) = cancel(color(red)("pie")) * p/(15color(red)(cancel(color(black)("pie"))))$

$(4"pieces")/1 = p/15$

$(4"pieces") = p/15$

$color(red)(15) * (4"pieces") = color(red)(15) * p/15$

$60"pieces" = cancel(color(red)(15)) * p/color(red)(cancel(color(black)(15)))$

$60"pieces" = p$

15 pies would produce 60 pieces to sell.

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A bakery makes 15 pies. They sell pieces that are 1/4 of the pie. How many pieces can they sell from 15 pies? How do you write an expression and solve?

2 Answers

Explanation:

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