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Given the following market data for shoes: Level Price Quantity Demanded when M = $600 Quantity Demanded when M = $800 A 10 850 900
Given the following market data for shoes:
Level | Price | Quantity Demanded when M = $600 | Quantity Demanded when M = $800 |
A | 10 | 850 | 900 |
B | 20 | 700 | 775 |
C | 30 | 550 | 650 |
D | 40 | 400 | 525 |
E | 50 | 250 | 400 |
F | 60 | 100 | 275 |
G | 70 | 0 | 150 |
- Using the arc elasticity formula (mid-point formula), the price elasticity of demand between Levels C and D when income is at $600 is
A. 1.15 elastic | C. 0.85 inelastic |
B. 1.25 elastic | D. 0.95 inelastic |
- To maximize revenue when M = $600, the seller should price the shoes at
A. &20 | C. $40 |
B. $30 | D. $50 |
- Given the increase in consumer income M from $600 to $800, the income elasticity of demand at Level E is
A. 0.58 normal good and necessity | C. 1.62 normal good and luxury |
B. 0.95 normal good and necessity | D. 3.27 normal good and luxury |
- Given the new income level of $800, if the seller wants to maximize revenue, the price should be
A. $50 | C. $30 |
B. $60 | D. $40 |
- At the income level of $800, the price elasticity of demand between levels C and D is
A. 1.22 elastic | C. 0.44 inelastic |
B. 0.74 inelastic | D. 2.04 elastic |
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