Question

A baker needs to sell more than 25 loaves of bread to make a profit. The baker has already sold 17 loaves of bread. The baker still needs to sell b more loaves of bread. Which inequality can be used to find the possible values for b?

Answer 1

b = 9

Explanation:

since baker needs to sell more than 25 but has already sold 17 , 9 more is need thus, makeing b = 9

Answer 2

To find the possible values for b, the number of loaves of bread the baker still needs to sell, we can set up an inequality based on the condition that the baker needs to sell more than 25 loaves of bread to make a profit.

Let's represent the number of loaves the baker still needs to sell as b.

The inequality can be written as:

b > 25 - 17

Simplifying the right side of the inequality:

b > 8

Therefore, the inequality that can be used to find the possible values for b is:

b > 8

This means that the baker needs to sell more than 8 additional loaves of bread in order to make a profit.