Question

The following figures are drawn incorrectly. Carefully explain the problem with each and what the correct graphs should look like.

A) B) C) D) TC TVC MC ATC ATC MC

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Answer #1

For all above diagrams problems are as follows :

Diagram A) : MC curve always cuts AC or ATC curve at it's minimum which is not the case in the diagram given.

Diagram B) : ATC is always higher than AVC because ATC is the sum of AVC and AFC and hence AVC can never cut ATC due to presence of AFC between ATC and AVC

Diagram C) : TC is the sum total of TFC and TVC. Both TC and TVC curves are inverted "S" shaped. This diagram is incorrect because there is not equal vertical distance between TC and TVC which should be there because of presence of TFC which is always a horizontal line ( as it never changes)

Diagram D) : MC curve is a "U" shaped curve that always cuts ATC at it's minimum however in the diagram MC curve is not a "U" shaped curve and hence wrong.

Also, Please find attached correct diagrams for each of above mentioned cases.V A Mc ATC Ave axi bom v shaped дус ATC& AVC close to eauu otun

TC TVc ATC botn ou tu, Shared- and fm

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