The selling price of a commodity is fixed at Rs 60 and its cost function is `C(x)=35x+250`
(i) Determine the profit function.
(ii) Find the break even points.

If the selling price of a commodity is fixed at Rs 45 and the cost-function is C(+) = 30x + 240, then the breakeven point is

If the profit function P(x) = 4x - 12, then the break-even point is

If the cost function C(x) =x^2+ 2x + 5 , find the average cost function.

If the profit function is given by P(x) = 2x-6, then find the break even point.

If the cost function C(x)= x^(3)-5x^(2) + 3x+1 , then find the marginal cost function.

Find the selling price, if : C.P. = Rs 950 and profit = 8%

If MC = 3x^(2) + 2x - 1 . Determine the cost function, given that C(0) = 0

The fixed cost of a new product is Rs 18000 and the variable cost is Rs 550 per unit. If the demand function p(x)= 4000-150x , find break even points

In sub-parts (i) and (ii) choose the correct option and in sub-parts (iii) to (v), answer the questions as instructed. A firm paid Rs. 25,000 as rent of its office and Rs. 15,200 as the interest of the loan taken to produce x units of a commodity. If the cost of production per unit is Rs. 8 and each item is sold at price of Rs. 75, find the break-even point.

A firm has the following total cost and demand function: C(x)=x^3/3-7x^2+11x+50,x=100-p Find the profit function.