Personal qualifications, occupational requirement, responsibilities, financial remuneration (pay) , working conditions.
Days off and vacation flexibility are 2 examples of things that fall under the working conditions category.
Answer:
The value of this stock today should be $6.22
Explanation:
The company will start paying dividends 2 years from today that is at t=2. The dividends received 2 years from today can be denoted as D2. The constant growth model of DDM will be used to calculate the price of this stock at t=2 as the growth rate in dividends is constant forever.
The price at t=2 will then be discounted back to its present value today to calculate the price of this stock today.
The price of this stock at t=2 will be,
P2 = D2 * (1+g) / (r - g)
P2 = 0.6 * (1+0.04) / (0.12 - 0.04)
P2 = $7.8
The value of this stock today should be,
P0 = 7.8 / (1+0.12)^2
P0 = $6.218 ROUNDED OFF TO $6.22
If there's upward pressure on price, there would be an increase in the quantity supplied.
<h3>What the relationship between price and the quantity supplied?</h3>
There is a positive relationship between price and the quantity supplied. When there is an increase in price, the quantity supplied increases all things being equal.
The positive relationship between price and the quantity supplied is a result of the desires to earn more profit. So when price increases, in order to earn higher income, producers would increase the quantity supplied. This postulation is in line with the law of supply.
To learn more about the law of supply, please check: brainly.com/question/26374465
#SPJ1
Answer:
13.86%
Explanation:
34% was invested into stock X with an expected return of 11%
22% was invested into stock Y with an expected return of 18%
44% was invested into stock Z with an expected return of 14%
The expected return on the portfolio can be calculated using the formula below
Expected return= Sum of ( weight of stock×return of stock)
= (0.34×11%)+(0.22×18%)+(0.44×14%)
= 3.74+3.96+6.16
= 13.86%
Hence the expected return on the portfolio is 13.86%
