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Q=6004P where Q = days. MC= $50 per customer. the store is paying a rent of $2,000 per day. a) What is the profit-maximizing number

Q=6004P where Q = days. MC= $50 per customer. the store is paying a rent of $2,000 per day.

a) What is the profit-maximizing number of customers the store should have each day, and what price should the store charge to maximize profit?

b. what is the elasticity of demand

c. what is the profit of the store at the price and quantity.

d. what is the markup percentage of its price (liniar Index)

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