Cost(in $) of manufacturing an item is C(x) = 2x + 35 and Revenue (in $)...

 

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Cost(in $) of manufacturing an item is C(x) = 2x + 35 and Revenue (in $) from its sales is R(x) = - x2 + 122 x - 365. What is the correct interpretation of y-intercept of the profit function? When no item is sold there is loss of $120. When no item is sold Profit is Zero. O When no item is sold there is loss of $365. When no item is sold there is loss of $400. Cost(in $) of manufacturing an item is C(x) = 2x + 35 and Revenue (in $) from its sales is R(x) = - x2 + 122 x - 365. What is the correct interpretation of y-intercept of the profit function? When no item is sold there is loss of $120. When no item is sold Profit is Zero. O When no item is sold there is loss of $365. When no item is sold there is loss of $400.

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Profit Revenue Loss Profit Px x 2 122x 365 2x35 Px x 2 12... View the full answer