What is the maximum revenue when revenue R, in dollars, derived from selling x products is R(x) = -0.03^2 +240x ?
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At Dan's Toy Store, the revenue R , in dollars, derived from selling x electric trucks is R(x) = -0.03^2 +240x. What is the maximum revenue?
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Answer:
Maximum revenue is infinite since the revenue function is always increasing in x. You sure that it's the right equation? and not R(x) = -0.03x^2 +240x?
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