Answer:
Cost of equity = 10.7%
Explanation:
<em>We will work out the required rate of return using the the dividend valuation model. The model states that the value of a stock is the present value of the future divided discounted at the cost of equity.
</em>
The model is given below:
P = D× (1+g)/(r-g)
P- price of stock, D- dividend payable now, g- growth rate in dividend, r- cost of equity
So we substitute
130 = 5.50× (1+r)/(r-0.06)
cross multiplying
(r-0.06)× 130 = 5.50 × (1+r)
130 r- 7.8 = 5.50 + 5.50r
collecting like terms
130 r - 5.50r=5.50 + 7.8
124.5 r= 13.3
Divide both sides by 124.5
r =13.3 /124.5= 0.1068
r=0.1068 × 100= 10.7%
Cost of equity = 10.7%
A National Debt is the amount of money obtained by one country from another that has not been paid. This can effect a country by means of loss of land actually owned, or it can cause agencies (e.g. Social Security Administration) to be cut on their budget. Meaning the agency to be cut of operational funding will loose a certain amount of funding until funds are found. Normally multiple agencies are cut to obtain some of the money to pay back the debt but this can really hurt agencies for reasoning of staffing as well as other operational costs. Hope this helps!
Answer: a) It captures the full price that customers might be willing to pay for a product.
Explanation:
The cost-plus pricing method involves using the total cost to come up with a selling price by simply adding a markup that the company would like as profit to the total cost of the product per unit and then selling it at that price.
It is easy to justify to stakeholders, simplifies pricing processes and is quite easy to measure or estimate.
It however does not capture how much a customer may be willing to pay for for a good as it is based on the company's expenses and preferred profit.
The answer is true. In economics, the supposition of ceteris paribus,
a Latin expression that means "with other things the same" is significant
in defining causation. It helps separate numerous independent variables touching
a dependent variable. Causal relationships among financial variables are hard
to separate in the real world, ever since most economic variables are typically
affected by more than one cause, but reproductions often hinge on a supposition
of independent variables.
