Answer:
Present Value= $18,181.82
Explanation:
Giving the following information:
Savings= $2,000
The machine will then begin to wear out so that the savings decline at a rate of 4 % per year forever.
Interest rate= 7%
To determine the present value of the savings, we need to use the perpetual annuity formula with the decline rate.
PV= Cf/ (i + g)
Cf= cash flow
PV= 2,000/ (0.07 + 0.04)
PV= $18,181.82
<span>A rise in the discount rate cuts the present
value factor and the present value. This is for the reason
that a higher interest rate means you would have to set a
smaller amount aside today to earn a specified amount in the future. A decrease in
the time period increases the present value factor
and increases the present value. In other words, when
you earn more interest, you can capitalize less money today to have the same amount
at a given point in the future.</span>
The Price-earnings ratio of Aberdeen Wholesale Company equals to 14.29.
<h3>What is a P/E ratio?</h3>
Its means the Price-earnings ratio which is used to value a companies by comparing the company's share price to its earnings per share.
<u>Given data</u>
Market capitalization rate = 10%
Expected ROE = 12%
Expected EPS = $5
Plowback ratio is 60%
<h3>What is the Dividend payout ratio?</h3>
= 1 - 0.6
= 0.4
<h3>What is the Expected dividend?</h3>
= 0.4 × $5
= $2
<h3>What is the Growth rate?</h3>
= 0.6 * 12%
= 7.2%
<h3>What is the Firm Value?</h3>
= $2 / (0.10 - 0.072)
= $2 / 0.028
= $71.43
<h3>What is the P/E ratio?</h3>
= $71.43 / $5
= 14.286
= 14.29
Hence, the Price-earnings ratio of Aberdeen Wholesale Company equals to 12.5.
Therefore, the Option D is correct.
Read more about Price earnings ratio
<em>brainly.com/question/14690388</em>
Answer:
False
Explanation:
As for an individual, short term goal period does not exceed a time span of maximum 6 months.
More than that will always be considered as long term goal.
Buying a flat screen TV is short term but collecting money for that in term of 3 years is always long term as the period is more than 6 months.
Therefore, the above statement is false.
