Answer:
Explained below.
Explanation:
The correlation among income as well as life expectancy has been illustrated by a number of analytical studies. The so-called Preston curve, concerning model, symbolizes that selves born in more prosperous nations, on mediocre, can await to live longer than those yielded in impoverished nations. It is not the aggregate germination in income, nevertheless, that values most, but that decline in scarcity. This report examines how the relationship linking per capita GDP moreover life expectancy decreases after relinquishing a specific level furthermore looks at precedents where profit accumulations did not interpret into life expectancy improvements. Generally, if a country has a very low GDP, life expectancy will be very low.
The accounting principle that is being addressed by Leonard would be the full-disclosure principle. This requires a certain company to provide all information that is necessary in making decisions especially in the financial aspect to be able to make sound and informed decisions.<span />
The current price of the stock is $68.04. The most recent price at which a security was sold on an exchange is the current price.
<h3>Does the market price match the present pricing?</h3>
Both buyers and sellers use the current price as a benchmark. The asking price is a good reflection of current worth, but depending on supply and demand, the actual selling price could be greater or lower.
The current price, often known as the "market price," is the cost that was most recently exchanged for a share or unit of security, coin, good, or precious metal that is traded on an exchange. The market capitalization, or "market cap," of a firm is calculated using the market price per share.
Given:
Current Price = D1/(ke - g)
D1 = 3.10 × (1 + .0425)
ke = 9%
g = 4.25%
Current price = 3.10 × (1+.0425)/(9% - 4.25%) = $68.04
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Answer:
WACC = 7.48%
Explanation:
We can calculate the Firm's WACC by using Excel.
Let's assume this is our Excel Blank Sheet.
A B C D
1 Particulars Rate Weight Weighted rate
2 Debt = 7.75%(1 - 40%) 0.45 =B2×C2
= 4.65%
3 Equity = (0.65/(19 × (1 - 10%)))+6%
= 9.80% 0.55 = B3×C3
4 WACC =SUM(D2:D3)
<h3>
Output:</h3>
A B C D
1 Particulars Rate Weight Weighted rate
2 Debt = 4.65% 45% 2.09%
3 Equity = 9.80% 55% 5.39%
4 WACC 7.48%
Answer:
$14,434
Explanation:
The question is asking to find the future value of making a payment of $7,000 every year for two years
The formula for finding future value =
FV = A x annuity factor
Annuity factor = {[(1+r) ^N ] - 1} / r
A = amount = $7,000
R = interest rate = 6.2%
N = 2
[(1.062) ^2 - 1 ] / 0.062 = 2.062
2.062 x $7,000 = $14,434
I hope my answer helps you
