Answer:
$50.8
Explanation:
As per given Data
Dividend Paid = $3
Worth of the stock is the present value of all the cash flows associated with the stock. Dividend is the only cash flow that a stock holder receives against its investment in the stocks. We need to calculate the present values of all the dividend payments.
Formula for PV of dividend
PV of Dividend = Dividend x ( 1 + growth rate )^n x ( 1 + r )^-n
1st year
PV of Dividend = $3 x ( 1 + 20%)^1 x ( 1 + 14% )^-1 = $3.16
2nd year
PV of Dividend = $3 x ( 1 + 20%)^2 x ( 1 + 14% )^-2 = $3.32
3rd year
PV of Dividend = $3 x ( 1 + 20%)^3 x ( 1 + 14% )^-3 = $3.50
After three years the dividend will grow at a constant rate of 5%, so we will use the following formula to calculate the present value
PV of Dividend = [ $3 x ( 1 + 20%)^3 x ( 1 + 5%) / ( 14% - 5% ) ] x [ ( 1 + 14% )^-3 ]
PV of Dividend = $40.82
Value of Stock = $3.16 + $3.32 + $3.50 + $40.82 = $50.8
The money that has been set aside for emergency situations can be ideally used for paying the phone bill at first.
Option C is the correct answer.
<h3>What is an emergency fund?</h3>
An emergency fund is an amount that is kept by an individual out of their earned income which is further to be used in uncertain times.
An emergency fund has been created to meet the contingencies in life that can be in the form of repairs of any equipment, medical problems, loss of job, etc. This fund helps the individual in uncertain times when he/she is in need of funds.
Therefore, the phone bill should be paid first from the emergency fund then the rest of the expenses to be considered.
Learn more about the emergency fund in the related link:
brainly.com/question/14826786
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Answer:
PLAN A:
(120 * 0.39) + (40 * 0.19) + 20 = $74.40
PLAN B:
(120 * 0.49) + (40 * 0.14) + 20 = $84.40
PLAN C:
$20 + $75 = $95 ;
PLAN A is optimal from 0 to 192 minutes
PLAN C is optimal from 192 minutes onward ;
Explanation:
PLAN A :
Service charge = $20
Daytime = $0.39 per minute
Evening = $0.19 per minute
PLAN B :
Service charge = $20
Daytime = $0.49 per minute
Evening = $0.14 per minute
PLAN C :
Service charge = $20
225 minutes = $75
Minutes beyond 225 = $0.36 per minute
A.)
Determine the total charge under each plan for this case: 120 minutes of day calls and 40 minutes of evening calls in a month.
PLAN A:
(120 * 0.39) + (40 * 0.19) + 20 = $74.40
PLAN B:
(120 * 0.49) + (40 * 0.14) + 20 = $84.40
PLAN C:
$20 + $75 = $95
b. If the agent will use the service for daytime calls, over what range of call minutes will each plan be optimal?
PLAN A:
20 + 0.39D = 95
0.39D = 95 - 20
D = 75 / 0.39
D = 192.31
The answer is true. Hope this helps.
Answer:
After tax cost of debt is 5.239%
Explanation:
Given:
Face value = $1,000
Bond price = $895
Coupon payments = 0.035×1,000 = $35 (coupon payment is paid semi-annually so 7% is divided by 2)
Maturity = 20×2 = 40 periods
Using bond price formula:
Bond price = Present value of face value + present value of coupon payments
Use excel function =RATE(nper,pmt,PV,FV) to calculate cost of debt.
substituting the values:
=RATE(40,35,-895,1000)
we get Pre-Tax cost of debt = 4.03% semi- annual
Annual rate is 4.03%×2 = 8.06%
Note: PV is negative as bond price is cash outflow.
After tax cost of debt = 8.06(1 - 0.35)
= 5.239%
