Answer:
Lerner index for Botox = 0.9
Explanation:
The Lerner index measures market power in an industry. The formula for calculating the Lerner index is: L = (P - MC) / P
Lerner index for Botox = ($15 - $1.50) / $15 = 0.9
0.9 in the Lerner index means that a company has a very large market power. Under this situation, this is quite logical since Allergen has a monopoly on Botox, at least until the patent expires.
The Lerner index varies between 0 and 1, with 0 being a situation of perfect competition and 1 a monopolistic situation.
Economists call this the law of demand. As the price of a product increases, the quantity demanded decreases (but the demand itself remains the same). If the price falls, the quantity demanded will increase.
Resource Prices – Rising resource prices lead to a decrease in supply or a leftward shift in the supply curve. Falling resource prices lead to an increase in supply or a rightward shift in the supply curve.
An increase in demand shifts the demand curve to the right and a decrease in supply shifts the supply curve to the left.
A decrease in demand leads to a decrease in the equilibrium price. Less quantity to deliver. An increase in supply leads to a product decrease in the equilibrium price, all other things being equal. Demand increases.
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Answer: $13500
Explanation:
The triple net lease refers to a lease agreement whereby the tenant pays all the property expenses such as property taxes, building insurance, utilities, repairs and maintenance.
Therefore, based on the question given, the expenses to be paid will be:
Property taxes = $5,000
Add: Utilities = $7,000
Add: Repairs & Maintenance = $1,500
Total = $13500
Answer:
The correct answer is 4.33%(approx)
Explanation:
According to the scenario, the given data are as follows:\
Face value = $1,000
Market price = $1,278.41
Coupon Rate = 11%
So Coupon Payment = $110
Years to maturity = 10 years
So, we can calculate the after tax cost of debt by using following method:
After Tax Cost of Debt = YTM × ( 1 - Rate of Tax)
Where, YTM = 
So, by putting the following value, we get
YTM = 0.0721
So by putting the value in formula, we get
After Tax Cost of Debt = 0.0721 × ( 1 - 0.4)
= 4.33% (approx)
