
Cost is the monetary value of resources used in producing a commodity. It includes payments to factors of production and other expenses incurred to produce and sell output.
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Fixed cost (TFC) does not change with output in the short run, e.g., rent. Variable cost (TVC) changes with output, e.g., raw materials. Total cost (TC) is the sum of fixed and variable costs, i.e., TC = TFC + TVC. As output increases, TC rises mainly because TVC rises while TFC remains constant.
Average fixed cost is TFC/Q and it falls continuously as output increases. Average variable cost is TVC/Q and is generally U-shaped due to law of variable proportions. Average cost is total cost per unit, AC = TC/Q, and it equals AFC + AVC. AC is also U-shaped and lies above AVC because it includes AFC.
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Cost is the monetary value of resources used in producing a commodity. It includes payments to factors of production and other expenses incurred to produce and sell output.
Key relationships:
In the long run, all factors are variable and the firm can change scale of production.
Revenue is income received from sale of output.
Profit is excess of total revenue over total cost: Types (basic):
Profit is maximised when:
Alternatively, profit maximisation occurs where the gap between TR and TC is maximum.
Break-even point is the level of output/sales where total revenue equals total cost (no profit, no loss). Uses: planning output, deciding minimum sales, analysing profit at different output levels.
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In the short run, at least one factor of production is fixed, so costs are divided into fixed and variable costs. The main short run cost curves are AFC, AVC, AC and MC.
AFC (Average Fixed Cost): AFC = TFC/Q. Since TFC is constant, AFC falls continuously as output increases. The AFC curve is a continuously declining curve.
AVC (Average Variable Cost): AVC = TVC/Q. AVC is generally U-shaped due to the law of variable proportions. Initially, increasing returns reduce per unit variable cost, so AVC falls; later, diminishing returns increase variable cost per unit, so AVC rises.
AC (Average Cost): AC = TC/Q = AFC + AVC. AC is also U-shaped. In the beginning, both AFC and AVC fall, so AC falls. After a point, AVC rises; even though AFC keeps falling, the rise in AVC dominates and AC rises.
MC (Marginal Cost): MC = ΔTC/ΔQ = ΔTVC/ΔQ. MC is also U-shaped due to increasing and diminishing returns.
Relationships: MC cuts AVC and AC at their minimum points. When MC < AC, AC falls; when MC > AC, AC rises; thus MC = AC at AC minimum. Similar relation holds between MC and AVC. These relationships are important for output and pricing decisions.