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Functions in Economics Contd…
4) Total Cost Function (C):
Suppose a firm produces a quantity x of a certain good.
Total cost (C) = fixed cost + variable cost.
Thus C = a + bx, C = a𝑥2
+ 𝑏𝑥 + 𝑐 etc.
5) Profit function (P):
If R is the total revenue function and C is the total cost
of production for good x.
Then Profit P = R – C.
• Break-Even point:
The point at which profit is zero, is
called break-even point.
We know that Profit function is given by
P = R – C, where ‘R’ is the total Revenue function and ‘C’
is the total cost function.
Thus at the Break even point P = 0
i.e. R - C = 0
i.e. R = C.
Thus break-even point is also defined as the point
where total revenue is equal to the total cost of production.
THANK YOU

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Functions in Economics Part II.pdf

  • 1. Functions in Economics Contd… 4) Total Cost Function (C): Suppose a firm produces a quantity x of a certain good. Total cost (C) = fixed cost + variable cost. Thus C = a + bx, C = a𝑥2 + 𝑏𝑥 + 𝑐 etc. 5) Profit function (P): If R is the total revenue function and C is the total cost of production for good x. Then Profit P = R – C.
  • 2. • Break-Even point: The point at which profit is zero, is called break-even point. We know that Profit function is given by P = R – C, where ‘R’ is the total Revenue function and ‘C’ is the total cost function. Thus at the Break even point P = 0 i.e. R - C = 0 i.e. R = C. Thus break-even point is also defined as the point where total revenue is equal to the total cost of production.