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Explain the relationship between:

(a) Marginal cost and average cost, and

(b) Total revenue and marginal revenue.

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(a) (i) When MC > AC, AC rises.

(ii) When MC = AC, AC is constant.

(iii) When MC < AC, AC falts.

(b) (i) When TR increase, MR is positive.

(ii) When TR is ionstant, MR is zero.

(iii) When TR falls, MR is negative.

Detailed Answer :

(a) Both MC and AC are derived from the total cost. They bear unique relationship.

The relationship between MC and AC can be stated as under:

(i) When AC falls with increase in output, MC is lower than AC, i.e., MC curve lies below the AC curve. However, it is not necessary that MC should fall throughout this stage. Actually, MC rises earlier than AC.

(ii) When AC rises with increase in output, MC is higher than AC, i.e., MC curve lies above the AC curve.

(iii) At the level of optimum output, average cost is minimum and constant. Here, MC stands equal to AC, i.e., MC pulls AC horizontally.

(iv) At zero level of output both AC and MC are indeterminate.

(b) (i) TR increases at a diminishing rate with increase in the units of output, since more units of the commodity can only be sold at a lower price, such that MR is positive and is downward sloping.

(ii) When TR is maximum MR becomes equal to zero.

(iii) MR becomes negative, when TR decreases with increase in the units of output.

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