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A washer and a dryer cost $669 combined. The washer costs $81 less than the dryer. What is the cost of the dryer?

2 Answers

13 votes
X+x-81= 669
X+x=750
2x=750
375
User MartinF
by
3.8k points
12 votes

Answer:

$375

Explanation:

Given:

  • A washer and a dryer cost $669 combined.
  • The washer costs $81 less than the dryer.

To Find:

What is the cost of the dryer?

Solve:

Let's the price of the washer is w and the price of the dryer is d.

Thus,

w + d = 669

d - 81 = w

To find the cost of the dryer, we just need to substitute it for w in the first equation:

(d - 81) + d = 669

2d - 81 = 669

2d = 750

d = 375

Hence the cost of the dryer is $375.

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User Latiffany
by
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