It shall be noted that post-tax, the value of the consumer surplus that accrues to each of the four skiers from their weekend trip is given by:
Consumer surplus of Person i = max(Value of a Weekend Ski Trip - Post tax Price, 0)
Thus, the consumer surplus of each of the person is:
Person | Value of
a Weekend Ski Trip (Dollars) |
Pre-tax Price | Post-tax Price | Post-tax consumer surplus |
Anna | 150 | 45 | 57 | 93 |
Brian | 90 | 45 | 57 | 33 |
Clem | 75 | 45 | 57 | 18 |
Dave | 50 | 45 | 57 | 0 |
For Dave, the post-tax price is $57 and his value of the weekend ski trip is $50, hence, he won't be able to purchase the weekend ski trip deal. Hence, his consumer surplus is 0
Thus, the total value of the surplus that accrues to the four skiers from their weekend trip is $93 + $33 + $18 = $144
Hence, the correct answer is b. $144
Table 12-1 Person Value of a Weekend Ski Trip (Dollars) Anna 150 Brian Clem Dave 90...
3 questions with explanations please thank u Table 12-1 Weekend Ski Trip Value to Anna $150 Value to Brian $90 Nalue to Clem $75 Value to Dave $50 22. Refer to Table 12-1. Assume that the price of a weekend ski pass is $45 and that the price reflects the actual unit cost of providing a weekend of skiing. Suppose the government imposes a tax of $12 on skiing, which raises the price of a weekend ski pass to $57....