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George bought a shirt and a pair of pants at a clothing store. The pants cost $5.23 more than the shirt, and he used a $10 off coupon to purchase the shirt. The equation below is used to determine the cost of the shirt before the coupon, s.

s - $10 = $20.83

How much did the pants cost?
A.
$30.83
B.
$26.06
C.
$25.60
D.
$36.06

Respuesta :

The pants cost $36.06 ⇒ answer D

Step-by-step explanation:

George bought a shirt and a pair of pants at a clothing store

1. The pants cost $5.23 more than the shirt

2. He used a $10 off coupon to purchase the shirt

3. The equation s - $10 = $20.83 is used to determine the cost of the

    shirt before the coupon

We need to find the cost of the pants

∵ s represents the cost of the shirt before the coupon

∵ s - 10 = 20.83

- Add 10 to both sides

∴ s = $30.83

The cost of the shirt before the coupon is $30.83

∵ The cost of the pants is $5.23 more than the cost of the shirt

∴ The cost of the pants = the cost of the shirt + $5.23

∵ The cost of the shirt is $30.83

∴ The cost of the pants = 30.83 + 5.23

∴ The cost of the pants = $36.06

The pants cost $36.06

Learn more:

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