You want to spend less than $100 at the store. You choose a combination of shirts for $8.00 and shorts for $12. Let x equal the number of shirts you purchase and y equal the number of shorts you purchase.

Write an inequality for the scenario.

Question

Lara

Mathematics

7 August, 11:14

You want to spend less than $100 at the store. You choose a combination of shirts for $8.00 and shorts for $12. Let x equal the number of shirts you purchase and y equal the number of shorts you purchase.

Write an inequality for the scenario.

+2

Answers (1)

Know the Answer?

Chase Kim · Answer 1

8x + 12y < 100

Step-by-step explanation:

if x equals the amount of shirts that you purchase then 8x equals $8 per shirt if y equals the amount of shorts you purchase than 12y means each pair of shorts for $12

you're limit is 100

therefore you cant go past 100:

100>

the sum of the amount of shirts you purchase for $8 and the amount of shorts you purchase for $12 is less than 100

8x+12y<100

You want to spend less than $100 at the store. You choose a combination of shirts for $8.00 and shorts for $12. Let x equal the number of shirts you purchase and y equal the number of shorts you purchase.Write an inequality for the scenario.

You want to spend less than $100 at the store. You choose a combination of shirts for $8.00 and shorts for $12. Let x equal the number of shirts you purchase and y equal the number of shorts you purchase.

Write an inequality for the scenario.