(Ch. 2) Suppose a company has fixed costs FC=15,000 and variable cost VC=35+0.1x per unit produced. The price per unit sold is p=2850.9x. (a) Find the cost, revenue and profit functions. (Hint: recall the formulae: C(x)=FC+VCx, R(x)=px,P(x)=R(x)C(x)) (b) Determine the number of units at which the profit for this function is maximized, and find the maximum possible profit. (c) Find the break-even point(s) for this function