Given the following linear demand: P(Q)=600-5Q, which fixed cost of $10,500 and variable cost of $100 per unit.

A. Find the total revenue and cost function

B. Set the profit function

c. Find the break-even points and the maximum profit

D. Graph thr cost and revenue function, indicating the break-even points and the max. profit

e Unit 02 (ps.) Given the following demand PQ) - 600-50 with a cool 10.00 and w con of $100 per (1 p.) Find the soul revenue and cost function (pt) Set the profit function (2 pts) Find the break-even points and the maximum profit (pe.) Graph the cost and revenue function indicating the break-even points and the max profit Unit 02 Spes) Given the following linear demand PCO) - 600 - 50. with fed cost of $10.500 and able cost of $100 per unit L (1 pr.) Find the soul revenue and cont function (pt) Set the profit function (2 pts) Find the break-even points and the maximum profit (pt) Graph the cost and revenue function indicating the break-even points and the max Po