To produce a certain product, there is a fixed cost of $6256 and the variable cost per unit is $26. Products are sold at a price of $43 per each unit. Based on this information, answer the following questions. In the functions, use q as the variable. a) Find the revenue function. R(q) b) Find the total cost function. C(q) = c) Find the profit function. P(q): d) Find the Break-Even Quantity:

Q: For the demand equation, express the total revenue R as a function of the price p per item. q = −2p…

A: Given that the demand function is: q = −2p + 200So the revenue function is:R(q)=pq=p(−2p + 200)=−2p2…

Q: find the demand equation, express the total revenue a sa function of the price p per item. q=-2p+200…

A:

Q: A company that manufactures small canoes has a fixed cost of $24,000. It costs $120 to produce each…

A: A company manufactures small canoes has a fixed cost of $24,000 and it costs $120 to produce each…

Q: Ezra has a base salary of $25,000 and earns 65% commission on vacuum cleaners. This means that for…

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Q: Find the break-even point when the cost function is   C=$20x+$3,235   and the revenue function is…

A: Givencost function C=20x+3535and revenue function R=293x

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Q: For the cost and price functions below, find (a) the number, q, of units that produces maximum…

A: Consider the given:  Cq=60+10qe−0.04qP=20qe−0.04qProfit,P = Revenue -…

Q: The revenue function gives the revenue R, in dollars, obtained from selling t T-shirts. Find a…

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Q: A company sells its product for $53 each. They can produce each product for $27 each and they have…

A:

Q: Suppose that Alexander’s Coffee Shop has fixed costs of $18 and variable costs per unit of $4. The…

A: For relative maximum or minimum To maximize or minimize  a function f(x) 1st we need to find its…