If it is given that the total variable cost for producing 15 units of output is `₹ 3,000` and for 16 units is ` 3,500`. Find the value of Marginal Cost.

The total cost of producing 9 units of output is ₹ 85 . If average total cost of producing 10 units is ₹ 10 , then what will be the marginal cost of producing this level of output ?

If a firm's production department data says that the TVC for producing 8 units and 10 units of output is ₹ 2,500 and ₹ 3,000 respectively, marginal cost of 10^(th) unit will be :

The total variable cost of manufacturing x units in a firm is Rs (3x + (x^(5))/(25)) . Find the average variable cost.

The marginal cost function of manufacturing x units of a product is given by MC = 3x^(2) - 10x +3 , then the total cost for producing one unit of the product is Rs. 7. Find the total cost function.

Given that the total cost junction for x units of a commodity is: C(x) = x^(3)/3 + 3x^(2) - 7x + 16 . Find the Marginal Cost (MC) .

The information about the total cost for a firm is given below : From this information find out : (a) Average fixed cost of producing 3 units, (b) Marginal cost of producing 4^(th) unit, (c ) Output level when marginal cost is greatest , (d) Total variable cost of producing 5 units, (e) Average variable cost of producing 3 units, (f) Averge total of producing 4 units.

Suppose the cost to produce some commodity is linear function of output, find cost as a function of output, if cost are रु4000 for 250 units and रु5000 for 350 units. Hence find marginal cost.

The average fixed cost at 4 units of output is ₹ 20 . Average variable cost at 5 units of output is ₹ 40 . Average cost of producing 5 units is : (Choose the correct alternative)

The total cost at 5 units of output is ₹ 30 . The fixed cost is ₹ 5 . The average variable cost 5 units of output is :