price discrimination

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Last updated 1:51 PM on 5/28/26
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18 Terms

1
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conditions for price discrimination

  • market power

  • identifiable groups

  • difficult or non transferable

2
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price differences and price discrimination

different price means a there is a difference in the good that means the price is different rather that discriminating against a group with a different price

3
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first degree price discrimination

consumers charge reservation price (maximum willingness to pay, price change based on unit and consumer).

this is charging on the demand curve to capture maximum consumer surplus

<p>consumers charge reservation price (maximum willingness to pay, price change based on unit and consumer).</p><p>this is charging on the demand curve to capture maximum consumer surplus  </p><p></p>
4
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perfect price discrimination and efficiency

PPD is very efficient, captures all surplus and there is no deadweight loss

<p>PPD is very efficient, captures all surplus and there is no deadweight loss</p>
5
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issues with PPD

it is not realistic to know every consumers demand curve

6
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group price discrimination

charging different prices to different groups of consumers, this is more practical compared to PPD

7
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determining price for group discrimination

  • split market into two groups

  • then maximise profit for both groups

  • MRa = C

  • MRb = C

<ul><li><p>split market into two groups </p></li><li><p>then maximise profit for both groups </p></li><li><p>MRa = C</p></li><li><p>MRb = C</p></li></ul><p></p>
8
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charging prices to different groups

maximise profit separately

<p>maximise profit separately </p><p></p>
9
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kink in the demand curve when charging different price

this is where both groups start to demand the good, add both demand functions together

<p>this is where both groups start to demand the good, add both demand functions together </p>
10
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non linear price discrimination

charging different prices at different quantities, people are often more willing to pay more for the first unit compare to the next

11
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2 part pricing

consumers are charged in two parts, an access fee to purchase and a lower price for each unit of the good

  • TE = access fee + price * quantity

12
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profit maximising in 2 part pricing

•Will purchase if CS≥0

Q=10-P,TC=Q

Q^∗=4.5,P=5.5

π=5.5∗4.5-4.5=20.25

CS=0.5(10-5.5)(4.5)=10.125

•Consumer Surplus could be charged away and consumers will still purchase

•We could do this and gain more profits

π_2PART=CS+20.25=10.125+20.25=30.375

<p><span>•Will purchase if </span><span style="font-family: &quot;Cambria Math&quot;;">CS≥0</span></p><p><span>•</span><span style="font-family: &quot;Cambria Math&quot;;">Q=10-P,TC=Q</span></p><p><span>•</span><span style="font-family: &quot;Cambria Math&quot;;">Q^∗=4.5,P=5.5</span></p><p><span>•</span><span style="font-family: &quot;Cambria Math&quot;;">π=5.5∗4.5-4.5=20.25</span></p><p><span>•</span><span style="font-family: &quot;Cambria Math&quot;;">CS=0.5(10-5.5)(4.5)=10.125</span></p><p><span>•Consumer Surplus could be charged away and consumers will still purchase</span></p><p><span>•We could do this and gain more profits</span></p><p><span>•</span><span style="font-family: &quot;Cambria Math&quot;;">π_2PART=CS+20.25=10.125+20.25=30.375</span></p>
13
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2 part pricing with identical consumers

  • charge a price equal to marginal cost

  • charge consumer surplus at this quantity as the access fee

  • Q=10-P, TC=Q

    •Will charge Price of 1 (9 units demanded)

    •Access fee= Consumer Surplus =  1/2∗9∗(10-1)=40.5

    π=40.5+1∗9-9=40.5

<ul><li><p>charge a price equal to marginal cost </p></li><li><p>charge consumer surplus at this quantity as the access fee</p></li><li><p><span>•</span><span style="font-family: &quot;Cambria Math&quot;;">Q=10-P, TC=Q</span></p><p><span>•Will charge Price of 1 (9 units demanded)</span></p><p><span>•Access fee= Consumer Surplus =&nbsp; </span><span style="font-family: &quot;Cambria Math&quot;;">1/2∗9∗(10-1)=40.5</span></p><p><span>•</span><span style="font-family: &quot;Cambria Math&quot;;">π=40.5+1∗9-9=40.5</span></p></li></ul><p></p>
14
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no identical consumers in 2 part pricing

  • more difficult

  • perfect discrimination but with different access fee per person

  • maximise profits across both consumers

15
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charging price above MC in discrimination

P>MC

<p>P&gt;MC</p>
16
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optimal price in price discrimination

  • compare two cases → charging p > MC then focus on the group with higher payments

  • profits from low demand → charge their CS as access fee + profits from sales

  • profits from high demand → access fee low demand faces + profit from sales

  • IN TERMS OF P

17
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tie in sales

can only purchase if they buy another product too, can be illegal in some cases but often a warranty works around this

18
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advertising

can be used to increase profits, firm spends X on advertising this will increase demand. only is advertising is less than profits gained

<p>can be used to increase profits, firm spends X on advertising this will increase demand. only is advertising is less than profits gained </p>