The option that is true about the Master Layout dialog box is C. Allows you to add a text placeholder.
The Master Layout dialog box simply refers to the tip slide in the hierarchy of slides that is vital in storing information about the side layouts and theme in a presentation.
The Master Layout dialog box is also vital in storing information about background, color, effects, fonts, etc. It also allows the user to add a text placeholder.
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Answer:
Advertising Personal is correct
Explanation:
Answer:
Current share price is $59.88
Explanation:
First calculate present value of all four years dividend
Year Calculations PV
1. 14 x (1.10)^-1 $12.73
2. 10 x (1.10)^-2 $8.26
3. 9 x (1.10)^-3 $6.76
4. 4.5 x (1.10)^-4 $3.07
As the Dividend in fifth year will grow for indefinite period of time, This is the perpetuity payment. The value of share can be determined by calculating the present value of perpetuity payment.
Dividend in the fifth year = $4.5 x ( 1 + 4% ) = $4.68
The formula for the present value of perpetuity is as follow
Present value of perpetuity = Dividend / Required Rate of return
Value of Stock = Dividend / Required Rate of return
Value of Stock = $4.68 / 10%
Value of Stock = $46.8
This the value in fifth year calculate it present value
Today's value = $46.8 x ( 1 + 10% )^-5 = $29.06
Now add the all present values
Total Present value = $12.73 + $8.26 + $6.76 + $3.07 + $29.06 = $59.88
Answer:
The correct answer is B. a positive-sum game.
Explanation:
The positive sum is an expression derived from game theory that refers to a situation in which participants can cooperate and make a profit (+1), so the sum of the resulting winnings is a positive number (+ 1 + 1 = 2 or more).
A positive sum game is a scenario where agents have options capable of improving everyone at the same time. A positive sum game in everyday life is the exchange of favors, where each person can produce a great benefit to another with a small cost.
Answer:
Option (D) is correct.
Explanation:
Expected cash flow in year 1 : C1 = (0.5 × 90,000) + (0.5 × 117,000)
= 103,500
Discount rate, r = Project's WACC = 15%
Hence, Value of the project today = Vp = C1 ÷ (1 + r)
= 103,500 ÷ (1 + 15%)
= $90,000
Value of equity today : Ve0 = Vp - Debt
= 90,000 - 60,000
= 30,000
Value of equity in year 1 = Project cash flows - Debt × (1 + interest rate)
Weak economy = 90,000 - 60,000 × (1 + 5%)
= 27,000
Strong economy = 117,000 - 60,000 × (1 + 5%)
= 54,000
Expected value of equity in year 1 : Ve1 = (0.5 × 27,000) + (0.5 × 54,000)
= 40,500
Hence, Levered cost of equity, Ke = (Ve1 ÷ Ve0) - 1
= (40,500 ÷ 30,000
) - 1
= 35%