Answer:
The answer is 15%
Explanation:
(P1 - Po) / Po + D
Where P1 is the price of the share at the end of the year
Po is the price of the share at the beginning of the year
D is the Dividend receceived
P1 is $110
Po is $100
And Dividend is 5%
($110 - $100) / $100 + 5 %
$10/100 + 5%
10% + 5%
= 15%
The total return will you have earned over the year for the purchase of a share of SPCC is 15%
<u>Answer:</u> The nature of the tax system means that there is usually a trade-off between Equity and Efficiency ability to pay equity opportunity cost .The ability to pay principle pushes governments towards a progressive tax system but equity considerations push them in the other direction . A(n) ability to pay tax, promotes economic efficiency as it does not distort ability-to-pay lump-sum benefits.
<u>Explanation:</u>
Tax equity is the tax codes and tax efficiency is the fair tax payments.In progressive tax system the high income group pays higher taxes. Through this method the inequality in the society can be reduced. This results in economic growth and reduces unemployment and increases the purchasing power of the poor people.
According to the principle the government follows a progressive tax system but with tax equity the people use tax codes to not pay certain taxes. This tax equity pushes it in the other direction.
Answer:
d. Hexagon Inc. cannot be challenged in a court even when it fails to follow up on its promises.
Answer:
Explanation:
Dividends through year 1 to 5:
D1 = 2.15*(1+0.30)^1 = 2.80
D2 = 2.15*(1+0.30)^2 = 3.63
D3 = 2.15*(1+0.30)^2 * (1+0.18)^1 = 4.29
D4 = 2.15*(1+0.30)^2 * (1+0.18)^2 = 8.58
D5 = 2.15*(1+0.30)^2 * (1+0.18)^3 = 12.86
PV (D1) = 2.80
PV (D2) = 3.63 *PVIF = 3.63 * 0.87719 = 3.19
PV (D3) = 4.29 * 0.76947 = 3.30
PV (D4) = 8.58 * 0.67497 = 5.79
PV (D5) = 12.86 * 0.59208 = 7.62
Total of all PV's = 22.69
Answer:
The correct choice is C)
The most logical thing to do would be to calculate the value of the stock in 5 years time.
Explanation:
This speaks to ones understanding of dividend growth stock valuation models. These tools are used to establish a fair value for a stock by discounting the present value of its future dividends. A commonly used model is the constant growth dividend discount model.
The formula for the DDM, which assumes constant growth in dividends, is provided below.
P0 = D1/(r-g)
Where,
P0 = intrinsic value of stock
D1 = dividend payment one year from today
r = discount rate
g = growth rate
Identifying the correct answer entails establishing a timeline of the expected cash flows. We are given the following information:
t0 = $0
t1 = $0
t2 = $0
t3 = $0
t4 = $0
t5 = $0.20
t6 = $0.20 * 1.035
Given a rate of return, we could use the constant growth dividend discount model to establish the fair value of the firm at t5 (five years from today). Incidentally, to determine today's value, we'd discount it back another five years.
Based on the information above, we are able to prove that the answer is '5'.
Cheers!
