Question:

Which of the following cost curve is a rectangular hyperbola?

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The rectangular hyperbola shape of the TVC curve is a result of the relationship between total variable cost and output, with the product remaining constant.
  • Total Variable Cost (TVC)
  • Average Variable Cost (AVC)
  • Total Fixed Cost (TFC)
  • Average Fixed Cost (AFC)
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The Correct Option is A

Solution and Explanation

Step 1: Understanding the concept of a rectangular hyperbola.
A rectangular hyperbola is a type of curve where the product of two variables is constant. In cost theory, the total variable cost (TVC) curve is shaped like a rectangular hyperbola under certain conditions.
Step 2: Explanation of options.
  • (A) Total Variable Cost (TVC): Correct. The TVC curve is a rectangular hyperbola, where the total variable cost increases as output increases, and the curve exhibits this characteristic.
  • (B) Average Variable Cost (AVC): Incorrect. The AVC curve is U-shaped, not a rectangular hyperbola.
  • (C) Total Fixed Cost (TFC): Incorrect. The TFC curve is a horizontal line because total fixed costs do not change with output.
  • (D) Average Fixed Cost (AFC): Incorrect. The AFC curve decreases as output increases, but it is not a rectangular hyperbola.

Step 3: Conclusion.
The correct answer is (A) Total Variable Cost (TVC), as it follows the shape of a rectangular hyperbola in cost analysis. Final Answer: Total Variable Cost (TVC).
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