For widgets, the supply curve is the typical upward-sloping straight line, and the demand curve is the typical downward-sloping
straight line. A tax of $15 per unit is imposed on widgets. The tax reduces the equilibrium quantity in the market by 300 units. The deadweight loss from the tax is: a. $1,750. b. $2,250. c. $3,000. d. $4,500.
1 answer:
Answer:
The dead-weight loss from the tax is $2,250
Explanation:
Free market equilibrium price is P1
Total social economic benefit is the sum of:
- consumer surplus (area below demand curve and above price line P1) and
- producer surplus (area above supply curve and below P1)
When tax is imposed, quantity is reduced, price increased to P2 for consumer, P0 for supplier.
The part of the loss from consumer and producer surplus is compensated with the revenue from tax.
The other part (red triangle) is the dead-weight loss. Its amount is given by the area of the triangle with:
- base length being the tax amount ($15/unit) and
- height being the reduced quantity (300 units)
S =
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Answer:
Pre-tax Cost of debt 7.35%
After-tax Cost of debt 4.78%
Explanation:
We will calculate the cost of debt which is the rate at which the present value of the coupon payment and maturirty matches with the market value.
Coupon payment =100 x 8% / 2 = 4
Face value= 100
market Value = P= 106
n= total payment = 14 years x 2 payment per year = 28
YTM = 3.6754508%
As this rate will be semiannually we multiply by 2
3.6754508 x 2 = 7.3509015 = 7.35%
Then we calcualte the cost of debt after tax:
pretax (1-t)
7.35 (1-.35) = 7.35(0.65) =4,7775 = 4.78%