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Ed = 8.3 (using mid-point method)

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Presentation on theme: "Ed = 8.3 (using mid-point method)"— Presentation transcript:

1 Ed = 8.3 (using mid-point method)
Practice Free Response Solved Ed = 8.3 (using mid-point method) %∆ Qty D / % ∆ Price Qty D = (40 - 0)/ = Price = [($28- 22)/$25] = 2/.24= 8.3 2) Less Elastic, as you move downward along Demand curve (towards x-axis) demand becomes less elastic. That is Ed becomes a smaller number Know this: - Mid-point of all linear demand curves is UNIT ELASTIC. - Bottom part is inelastic range - Top part is elastic range $25 20

2 480 consumer surplus 640 producer surplus 1120 total welfare
Practice Free Response Handout Solved 3) Calculate Original: 480 consumer surplus 640 producer surplus 1120 total welfare Zero loss of welfare 4) Tax of $14 on sellers Modify…. 22 buyers pay 8 seller receive 560 tax revenue 120 new c.s. 160 new p.s. 280 deadweight loss 840 total surplus 5) Sellers--more inelastic curve has Higher tax incidence Buyers pay $6 of tax Sellers pay $8 of tax S2 $14 Tax on sellers CS TAX REVENUE Deadweight loss PS You shift the supply curve because the tax was on sellers-but draw the wedge first!

3 buyer pays more Sellers receive less Qty sold falls
6) Ed < 1 (inelastic) No good subs, necessity 7) See graph buyer pays more Sellers receive less Qty sold falls ii) – iv) labeled on graph v) CS + PS + Tax Revenue 8) See below: Qty falls more, Sellers pay more, buyers pay less ii) Less Gov’t revenue Shared more equally (buyer paid most of tax before) Bigger DWL (quantity shrinks more) Cigarettes Tax Revenue CS PB TAX REVENUE Deadweight Loss P1 E1 PS PS 4) Q2 Q1 Notice buyers pay most of tax & DWL is small because of inelastic demand!

4 9) Spillover Costs of Smoking
Tax suppliers the exact size of the spillover cost (external cost) Total Welfare would rise even though the market Shrinks Both external & internal costs!

5 Basic Tax Example & DWL

6 Price Ceiling & DWL

7 Subsidy & DWL                                                                        (

8 Subsidy & DWL                                                                        ( .


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