A company produced a commodity with Rs24,000 as fixed costs. The variable cost is estimated to 25% of the total revenue recieved on selling the product, is at the rate of Rs 8 per unit. Find the break-even point.

A company produces a commodity with Rs 24,000 as fixed cost. The variable cost estimated to be 25% of the total revenue received on selling the product, is at the rate of Rs 8 per unit. Find the break-even point.

A company produce a commodity with 24000rs fixed cost. The variable cost is estimated to be 25% of the total revenue recovered on selling the product at a rate of 8rs per unit. Find the following . (i) Cost function (ii) Revenue function (iii) Break even point

A company sells its product at the rate of Rs. 6 per unit. The variable costs are estimated to run 25% of the total revenue received. If the fixed costs for the product are Rs. 4500. Find the total cost function.

Find the cost of levelling a field measuring 75 m by 60 m at the rate of Rs 8 per sq. m .

A company sells its product at Rs 10 per unit. Fixed costs are Rs 35000 and variable costs are estimated to run 30% of total revenue. Determine the (i) total cost function (ii) the quantity the company must sell to cover the fixed cost.

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 -

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.

A scooter was bought at Rs 42,000. Its value depreciated at the rate of 8% per annum. Find its value after one year.

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