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The cost function of a game store is C=$5.50n+$700 and the revenue function is R=$9n. how many games does the store need to sell to break even?

The cost function of a game store is C=$5.50n+$700 and the revenue function is R=$9n. how many games does the store need to sell to break even?
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The cost function of a game store is C=$5.50n+$700 and the revenue function is R=$9n. how many games does the store need to sell to break even?

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User Mohammed Essehemy
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2 Answers

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The answer would be 200

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User Kebechet
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8.2k points
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The answer would be 200 because you would solve the equation 5.50+700=9n. Once you do, you end up with 200. And if you plug it in it equals the same.
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User T McKeown
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