Answer:
Member B: Works 10 hours per week at $5.85 per hour
Member D: Works 9 hours per week at $6.35 per hour
Answer:
$4,372.71
Explanation:
Here for reaching the difference in PV between the first and the second offer first we need to follow some steps which is shown below:-
Step 1
Total payment due = Per tire × Bought tires
= $80 × 600
= $48,000
Step 2
Present value factor of 8.4% for 1 year = 1 ÷ (1 + Rate of interest)^Number of years
= 1 ÷ (1 + 8.4%)^1
= 1 ÷ (1 + 0.084)^1
= 1 ÷ 1.084
= 0.92251
Step 3
First offer
Present value = Total payment due × Present value factor of 8.4% for 1 year
= $48,000 × 0.92251
= $44,280.48
Step 4
Second offer
One year payment = Bought tires × Per tire
= 600 × $45
= $27,000
Step 5
Present value = One year payment × Present value factor of 8.4% for 1 year
= 27,000 × 0.92251
= $24,907.77
Step 6
Total present value = Present value of second offer + Tires cost
= $24,907.77 + $15,000
= $39,907.77
Here we can see that first offer is higher than second offer
So,
The difference between the first and the second offer = First offer - Second offer
= $44,280.48 - $39,907.77
= $4,372.71
Answer:
9.5%
Explanation:
The formula to compute the cost of common equity under the DCF method is shown below:
= Current year dividend ÷ price + Growth rate
In first case,
The current dividend would be
= Last year dividend + last year dividend × growth rate
= $0.80 + $0.80 × 8%
= $0.80 + $0.064
= $0.864
The other things would remain the same
So, the cost of common equity would be
= $0.864 ÷ $57.50 + 8%
= 0.015026 + 0.08
= 9.5%
Answer:
a) $1080
b)$19080
c) Loan given | -$18000
d)$540
e)$19620
f)loan | 18000
Interest received | $1620
g) $1620
Explanation:
a) Year 1 : a) Interest income = $18000*9%*8/12 = $1080
b) The total receivable at december 31,Year = 18000+1080 = $19080
c) Year 1 :Statement of cash flow
Loan given | -$18000
d) Interest income Year 2 = $18000*9%*4/12 = $540
e) Total cash collect in 2017 = $18000+$1080 + $540 = $19620
f) Cash flow from investing activities :
loan | 18000
Interest received | $1620
g)Total interest earned = 18000*9% = $1620
Answer:
The current stock price should be at $60.15.
Explanation:
We have the dividend paid next year = 1.05 x 1.25 = $1.3125.
So, the present value of the growing annuity of dividend stream in the next 7 years is calculated as:
[ 1.3125 / (12% - 25%) ] x [ 1 - [ (1+25%)/( 1+12%) ] ^7 ] = $11.68.
The present value of the dividend stream from year 8 to infinity ( growing perpetuity):
[ 1.05 x 1.25^7 x 1.07/ (12% - 7%) ] / 1.12^7 = $48.47.
The price of the stock should be equal to the sum of present value of the two dividend stream above which is 11.68 + 48.47 = $60.15.
Thus, the answer is $60.15 per share.
