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olga_2 [115]
3 years ago
13

4 of 50 (3 complete)

Business
1 answer:
Fantom [35]3 years ago
3 0

Answer:

  • <em>The slope of the demand curve at point A is   </em><u><em> </em></u><u>- $0.40/unit</u>

  • <em>The slope of the demand curve at point B is     </em><u>- $0.14/unit</u>

Explanation:

See the file attached with the figure corresponding to this question.

<em>The slope of a curve</em> at a given point is the slope of the line tangent to the curve at that point.

<em><u>Point A:</u></em>

The tangent line to the <em>demand curve at point A is</em> drawn and passes through the points (20, 34) and (45, 24).Then, the slope is:

  • slope = rise / run = ΔP / Δq = $ (34 - 24) / (20 - 45) units

  • slope = - $10 /25units = - $2/5units = - $0.40/unit.

The minus sign indicates the that price decreases when the quantity increases

<u><em>Point B:</em></u>

<em>The tangent line to the demand curve at point B</em> passes through the points (90, 12) and (140, 5).Then, the slope is:

  • slope = rise / run = ΔP / Δq = $ (12 - 5) / (90 - 140) units

  • slope = - $7 /50units = - $7/50units = - $0.14/unit.

Again, the negative sign indicates that when the number of units increase the price decreases.

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