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Joined: 20 Feb 2017
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Re: An office supply store sells binder clips that cost 14 cents each and
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22 May 2023, 06:09
Let's solve the problem by setting up an equation.
Let's assume the customer purchases x binder clips that cost 14 cents each. Since the customer purchases a total of 85 binder clips, the number of binder clips that cost 16 cents each would be (85 - x).
The total cost of the 14-cent binder clips would be 14x cents.
The total cost of the 16-cent binder clips would be 16(85 - x) cents.
Given that the total cost of the purchase is $13.10, we can set up the following equation:
14x + 16(85 - x) = 1310 (converting dollars to cents)
Simplifying the equation:
14x + 1360 - 16x = 1310
-2x + 1360 = 1310
-2x = 1310 - 1360
-2x = -50
x = -50 / -2
x = 25
Therefore, the customer purchases 25 binder clips that cost 14 cents each.
The answer is (B) 25.