Answer:
should choose option a
Explanation:
option a)
annuity due, 31 payments of $180,000 per year, 6.25% discount rate
Present value = $180,000 x 14.40432 (PV annuity due factor, 6.25%, 31 periods) = $2,592,726
option b)
$500,000 today + ordinary annuity, 30 periods, 6.25%, $144,000
present value = $500,000 + ($144,000 x 13.40432 [PV annuity factor, 6.25%, 30 periods)] = $2,430,222
Answer:
The owner will maximize value if it waits 29th years Assuming 5% continuos inflation
Explanation:
the price formula for the future years is:
while it is adjusted for inflation at:
so the complete formula for value is:
Now, we can derivate and obtain the roots
Getting at a root exist at the 29th year.
The owner will maximize value if it waits 29th years Assuming 5% continuos inflation
Answer:
Memorial Hospital
From the information on how much the hospital is losing on deliveries, the change in profit for each extra delivery is:
= 16.3%.
Explanation:
a) Data and Calculations:
Average cost of deliveries = $5,000
Average revenue per delivery = $4,300 ($5,000 - $700)
Loss on each delivery = $700
The change in profit for each extra delivery is
= 16.3% ($700/$4,300 * 100)
b) The implication of the above information is that the hospital is losing 16.3% each time it performs a delivery because it cost it $5,000 while it can only receive $4,300 from each patient delivered.
First solve the inner parenthesis.
[7 * (5)] - 20
Solve what is in the parenthesis.
35 - 20= 15
Hope this helps!
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
