The amount of the stock price that will be reflected in the PVGO is $10
The value of an organization's potential future growth is symbolized by the acronym PVGO, or "present value of growth opportunities." It represents the potential value for the organization by reinvesting its earnings back into the business.
Expected Dividend payment (D) = $2.50
Total Earnings (E) = $4
Rate of return (ROR) = 20%
Step 1. Using no growth rate (GR), computing the stock price (SP)
Since the growth rate is not specified, 0% is taken as the default value.
The stock price (SP) = E/ROR
= $4 / 20%
Stock price = $20.
Step 2. Computing the SP reflected in PVGO.
So, total SP with no GR
= $30 - $20
Stock price with no growth rate = $10
Hence, the $10 will be reflected in the PVGO
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Answer:
Jack has claim while Jill didn't have.
Explanation:
Jack has claim against Deuce Hardware because his performance is tremendous and make more sales for the company. He done his work very well so he can claim against Deuce Hardware Supplies while on the other hand, Jill has no claim against Deuce Hardware because he commit a crime on the basis of which the company has the authority to terminate him from the job. He works very well in the company but his crime is big enough to terminate him.
Metal X can dispose of unwanted materials quicker and is therefore a better reactant. Please mark Brainliest!!!
Christopher Columbus discovered the Jew World, but did not know that it was an unknown world. Because of his voyages, Spain was ablemto settle in present-day Florida and Mexico. Spain also settled down in most of Latin America. Also, Spain settled in half of South America. Although, now al of the places they settled in have revolted and gained independence from Spain, or were sold to other countries and later got their independence.
Answer:
23.56
Explanation:
Standard deviation of the first stock (σ1) = 20%
Standard deviation of the second stock (σ2) = 37%
The correlation coefficient between the returns (ρ) = 0.1.
Proportion invested in the first stock (W1) = 43%
Proportion invested in the second stock (W2) = 57%
The standard deviation of a two-stock portfolio's returns is given by
The standard deviation of this portfolio's returns IS 23.56%
