Use the following demand schedule for a monopolist to calculate total revenue and marginal revenue.  for each price, indicate whether demand is elastic, unit elastic, or inelastic.  Using the data from the demand schedule, graph the demand curve, the marginal revenue curve and the total revenue curve. identify the elastic, unit elastic and ineleastic segments along the demand curve. PRICE QTY DEMANDED TOTAL REVENUE TR Calc MARGINAL REVENUE MR Calc 8.00 0     ----- ----- 6.50 1         4.00 2

Survey Of Economics
10th Edition
ISBN:9781337111522
Author:Tucker, Irvin B.
Publisher:Tucker, Irvin B.
Chapter8: Monopoly
Section: Chapter Questions
Problem 6SQP
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Use the following demand schedule for a monopolist to calculate total revenue and marginal revenue.  for each price, indicate whether demand is elastic, unit elastic, or inelastic.  Using the data from the demand schedule, graph the demand curve, the marginal revenue curve and the total revenue curve. identify the elastic, unit elastic and ineleastic segments along the demand curve.

PRICE QTY DEMANDED TOTAL REVENUE TR Calc MARGINAL REVENUE MR Calc
8.00 0     ----- -----
6.50 1        
4.00 2        

 

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Step 1

Answer:

Formulas to be used:

Total revenue=Price×QuantityMarginal revenue=TRn-TRn-1WhereTRn=total revenue at current level of quantityTRn-1=total revenue at previous level of quantity

Price Quantity demanded Total revenue TR calculation Marginal revenue  MR calculation
8.00 0 0 8×0=0 -  
6.50 1 6.50 6.50×1=6.50 6.50 6.50-0=6.50
4.00 2 8.00 4×2=8 1.50 8.00-6.50=1.50

Relationship between MR and elasticity.

When the MR is increasing the demand is elastic (elasticity>1). When the MR is maximum the demand is unit elastic (elasticity =1) and when the MR falls the demand is inelastic (elasticity<1)

At P=8 the MR is not at maximum. And the price before the MR becomes maximum shows elastic demand (elasticity>1)

At P=6.50 the MR is maximum so the demand will be unit elastic and the elasticity will be one (elasticity=1).

At P=4 the MR is falling so the demand will be inelastic and the elasticity will be less than one (elasticity<1)

 

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