Answer:
$50.74 million
Explanation:
Interest rate per annum = 8%
Number of years = 17
Number of compounding per annum = 1
Interest rate per period (r) = 8%/1 = 8%
Number of period (n) =17 * 1 = 17
Growth rate (g) = 5%
First payment (P) = 4 ($'million)
PV of the new Chip = p/(r-g) * [1 - [(1+g)/(1+r)]^n]
PV of the new Chip = 4/(8%-5%) * [1 - [(1+5%)/(1+8%)]^17]
PV of the new Chip = 4/0.03 * [1 - [1.05/1.08]^17]
PV of the new Chip = 4/0.03 * [1 - 0.972222^17]
PV of the new Chip = 133.333 * (1 - 0.6194589804)
PV of the new Chip = 133.333 * 0.3805410196
PV of the new Chip = 50.7386757663268
PV of the new Chip = $50.74 million
Answer:
c. Sales budget, budgeted income statement, budgeted balance sheet
Explanation:
First, we calculate the sales for the period. It would also calculatethe cash proceeds from sales, which will be useful for the balance sheet.
With that, we can plug sales revenue into the income statement and calcualte the net income.
And with the income statement, we can solve for retained earnings and build up the balance sheet. Among other data
Doing it in any other order, we are going to leave blanks and need to do the next one to fill them. In the proposed orde,r we do not need information from the subsequent budget to complete the previous one, which is good.
The DAW mean dispense after written. Dispense as written refers to the prescriber's instructions regarding authorization for substitutes with generic counterparts or ordering of the specific prescribed drug with "DO NOT SUBSTITUTE" the instructions on the prescription.
A DAW code indicates the prescriber's instructions to the payer for the generic equivalent substitute or dispense of the specific prescription drug. when the member expressly requests the brand-name drug over the generic version at the pharmacy In both cases, the plan continues to pay the high cost of the brand-name drug so that the member's access to the medication is not disrupted.
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Answer:
10.20%
Explanation:
According to the Gordon constant growth model :
value = D1 / r - g
D1 = next dividend = $4.25
r = required return
g = growth rate = 3%
value = $59
$59 = $4.25 / r - 0.03
4.25 / 59 = r - 0.03
0.072034 = r - 0.03
r = 0.102034
r = 10.20%
Answer:
The present value of a perpetuity is calculated as follows:
= Cashflow / Discount rate
a. Present value of $400 perpetuity discounted at 15%
= 400 / 0.15
= $2,666.67
b. Present value of $3,000 perpetuity discounted at 19%
= 3,000 / 0.19
= $15,789.47
c. Present value of $110 perpetuity discounted at 16%
= 110 / 16%
= $687.50
d. Present value of $60 perpetuity discounted at 12%
= 60 / 0.12
= $500
