Answer:
a. If dividends are annual and expected to be constant, what is the intrinsic value (fair price) of ABC stock?
P₀ = $0.26 / 12% = $2.16667 = $2.17
b. What is ABC's dividend yield?
$0.26 / $2.17 = 12%
c. From now on, assume that the dividend of 0.26 was a quarterly dividend. What is the quarterly discount rate?
12% / 4 = 3%
d. What is the intrinsic value if dividends are constant and quarterly?
P₀ = $0.26 / 3% = $8.66667 = $8.67
e. We now think that dividends will grow by 0.3% from quarter to quarter. The firm just paid the quarterly dividend of 0.26. What is the intrinsic value of ABC stock?
P₀ = ($0.26 x 1.003) / (3% - 0.3%) = $9.6585 = $9.66
f. A different analyst thinks that ABC's dividends will grow by 5% for the next 4 quarters, and then grow by 0.3% thereafter. What is the intrinsic value?
Div₀ = $0.26
Div₁ = $0.273
Div₂ = $0.287
Div₃ = $0.301
Div₄ = $0.316
Div₅ = $0.317
terminal value in 4 quarters = $0.317 / (3% - 0.3%) = $11.74
P₀ = $0.273/1.03 + $0.287/1.03² + $0.301/1.03³ + $0.316/1.03⁴ + $11.74/1.03⁴ = $0.265 + $0.271 + $0.275 + $0.281 + $10.43 = $11.522
If Martin had 24 5 pounds of grapes left. The expression that shows the pounds of grapes martin has if he doubles his current amount is: (2) (2) (2) (four-fifths).
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Double amount of grapes</h3>
Given: Current amount of grapes=2 4/5=14/5
Double amount of grapes=2×14/5=28/5
Hence:
2(2)+(2) 4/5
=4+8/5
=28/5
The expression is: (2) (2) (2) (four-fifths) or 2(2)+(2) 4/5.
Therefore If Martin had 24 5 pounds of grapes left. The expression that shows the pounds of grapes martin has if he doubles his current amount is: (2) (2) (2) (four-fifths).
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