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.
Answer:
Number of new shares:
= 100,000×(1÷2)
= 50,000
Amount of new investment:
= 50,000×$10
= $500,000
Total value of company after issue:
= $500,000+100,000×$40
= $4,500,000
Total number of shares after issue:
= 100,000+50,000
= 150,000
Share price after issue:
= $4,500,000÷150,000
= $30
Answer:
rate = 6.54%
Explanation:
we need to find the rate at which a capital of 300,000 becomes 1,000,000 in a period of time of 19 years.
<u>So we build the following equation:</u>
![r=\sqrt[19]{1,000,000 \div 300,000}-1](https://tex.z-dn.net/?f=r%3D%5Csqrt%5B19%5D%7B1%2C000%2C000%20%5Cdiv%20300%2C000%7D-1)
rate = 0.065417765 = 6.54% after rounding
This will be the rate my parent will require to generate 1,000,000 in 19 years with their current savings of 300,000.
The adjustment in the property value should be <u>$17,500 increase</u> so that the property is valued at $367,500.
<h3>Data and Calculations:</h3>
Value of property 10 months ago = $350,000
Increase in property values = 5%
Adjustment in property = $17,500 ($350,000 x 5%)
<h3>What is adjustment in property value?</h3>
This is the change in the value of property as a result of an increase or decrease in the values of comparable properties within the locality.
Thus, the adjustment in the property value should be <u>$17,500 increase</u> so that the property is valued at $367,500.
Learn more about adjustment in property values here: brainly.com/question/15397430 and brainly.com/question/7142333
Answer: 8 hours
Using only three activity time estimations, the expected time for this job can be estimated using a mean or a median. If we use the mean, we add 3 estimates ((6,8 and (16+8)) and divide the sum by 3 (equals 13). If we use the median, expected time is 8 hours. In this case, where have extreme estimates, it is better to use the median, the number halfway in to the set which is 8.
