Business, 20.06.2020 07:57 heavyhearttim

A donut shop estimates their fixed daily expenses are $600. Each donut costs about $0.20 to make and sells for $1.60. Their daily production capacity is 5000 donuts. (A) Determine the domain and the range in interval form of the function. R(x) = 1.60x
Domain:
Range:
(B) Determine the domain and the range in interval form of the function C(x) = 0.20x +600
Domain:
Range:
(C) Determine how many donuts they need to sell to break even, assuming that all donuts produced are sold.
(D) At what percent of the daily capacity do they break even? Do not round the final answer.
(E) Determine the domain and the range in interval form of the function P(x) = 1.40x-600
Domain:
Range:
(F) If they were to increase their daily break-even point to 500 donuts sold without changing the price and while maintaining the daily fixed cost, by what percent could they increase the current production cost per donut?

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A donut shop estimates their fixed daily expenses are $600. Each donut costs about $0.20 to make and...

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