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
<h2>Cost:</h2>
Costs are the expenses incurred by a company or an individual in<u> order to</u> produce goods and deliver services or buy products.
<h3>The computation:</h3>
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Therefore, the birthday party will cost $97.5 if 15 guests are<u> invited.</u>
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For more information regarding the sums, refer below:
brainly.com/question/14107176
Answer:
2324
Explanation:
the most important idea that you are trying to convey to your reader? The information in each paragraph must be related to that idea. In other words, your paragraphs should remind your reader that there is a recurrent
Answer:
$1,200
Explanation:
Given that
Purchase of a customer delivery van = $50,000
discount rate = 20%
Present value of future cost savings = $51,200
Yield = 20%
Based on the above information, as per the net present value the initial cost of the equipment should not be more than the present value of cash inflows i.e. $51,200
So the more than amount is
= $51,200 - $50,000
= $1,200