The fixed cost of new product is Rs 35,000 and the variable cost per unit is Rs. 500. If the demand function is `p=5000-100x`. Find the break even value

The fixed cost of a new product is Rs. 30,000 and the variable cost per unit is Rs. 800. If the demand function is x=45-(p)/(100) , find break-even values.

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

A profit making company wants to launch a new product. It observes that the fixed cost of the new product is Rs 35,000 and the variable cost per unit is Rs500. The revenue received on the sale of x units is given by 5000x-100x^2 . Find : (a) profit function (b) breakeven point (c) the values of that results in a loss.

For manufacturing a certain item, the fixed cost is 9000 and the variable cost of producing each unit is Rs 30. The average cost of producing 60 units is -

If the marginal cost function a product is given by MC=10-4x+3x^(2) and fixed cost is Rs 500, then the cost function is

Find the cost of increasing from 100 to 200 units if the marginal cost in Rs per units is given by the dunction MC=.003x^(2)-0.01x+2.5

Average cost of 10 pens is Rs.200 and average cost of 10 pencil is Rs.100. Find the average cost of all pens and pencils.

A company is selling a certain product. The demand function of the product is linear. The company can sell 2000 units, when the price is Rs8 per unit and when the price is Rs4 per unit, it can sell 3000 units. Determine: (i) the demand function (ii) the total revenue function.

The marginal cost of a product is given by MC = 2x + 30 and the fixed cost is Rs. 120. Find (i) the total cost of producing 100 units. (ii) the cost of increasing output from 100 to 200 units.

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.