Calculate the total revenue for each level of demand and post into the below table: Figure 1: The Demand Schedule for Barbeque Dinners Price Quantity Demanded Total Revenue Elasticity Coefficient Elastic or Inelastic $4 100 __________ XXXX XXXX 6 80 __________ __________ __________ 8 60 __________ __________ __________ 10 40 __________ __________ __________ 12 20 __________ __________ __________ 14 1 __________ __________ __________ Using the midpoints formula presented, calculate the price elasticity of Demand coefficient for each price levels, starting with the coefficient for the $4 to $6 level. For each coefficient, indicate each type of elasticity: elastic demand, inelastic demand, or unitary demand.
Calculate the total revenue for each level of
Figure 1: The Demand Schedule for Barbeque Dinners
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Price |
Quantity Demanded |
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Total Revenue |
Elasticity Coefficient |
Elastic or Inelastic |
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$4 |
100 |
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__________ |
XXXX |
XXXX |
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6 |
80 |
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__________ |
__________ |
__________ |
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8 |
60 |
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__________ |
__________ |
__________ |
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10 |
40 |
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__________ |
__________ |
__________ |
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12 |
20 |
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__________ |
__________ |
__________ |
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14 |
1 |
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__________ |
__________ |
__________ |
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Using the midpoints formula presented, calculate the
Price |
Quantity Demanded |
Total Revenue |
Elasticity Coefficient |
Elastic or Inelastic |
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$4 |
100 |
= 4*100 = 400 |
XXXX |
XXXX |
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6 |
80 |
=6*80 = 480 |
= [(80-100)/[(80+100)/2]]/[(6-4)/[(6+4)/2]] = |-0.55| = 0.55 |
Inelastic | ||
8 |
60 |
= 8*60 = 480 |
= [(60-80)/[(60+80)/2]]/[(8-6)/[(8+6)/2]] = |-1| = 1 |
Unitary | ||
10 |
40 |
=10*40 = 400 |
= [(40-60)/[(40+60)/2]]/[(10-8)/[(10+8)/2]] = |-1.8| = 1.8 |
Elastic | ||
12 |
20 |
= 12 * 20 =240 |
= [(20-40)/[(20+40)/2]]/[(12-10)/[(12+10)/2]] = |-3.67| = 3.67 |
Elastic | ||
14 |
1 |
= 14 * 1 =14 |
= [(1-20)/[(1+20)/2]]/[(14-12)/[(14+12)/2]] = |-11.76| = 11.76 |
Elastic |
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