Answer:
$30
Explanation:
according to the constant dividend growth model
price = d1 / (r - g)
d1 = next dividend to be paid
r = cost of equity
g = growth rate
$3.6 / (0.17 - 0.05)
$3.60 / 0.12 = $30
Answer and Explanation:
The computation of annual dollar changes and percent changes for each of the following accounts is shown below:-
Particulars 2015 2014 Changes in dollar Percent change
a b c = (a - b) d = c ÷ b
Short term
investments $380,168 $239,377 $140,790 58.82%
Accounts
receivable $102,276 $105,903 -$3,627 -3.42%
Notes
payable 0 $93,973 -$93,973 -100%
Answer:
A) 19.91%
Explanation:
Net present value of cash flow at 19.91% can be calculated as follows
- 100000 + 30000/1.1991 + 30000/ (1.1991)² + 30000/(1.1991)³ + 30000/ (1.1991)⁴ +30000/(1.1991)⁵ + 30000/ (1.1991)⁶
= -100000 + 25018 +20864 +17400 +14511 +12101 +10092
= 0 ( approx )
So the IRR for the project is 19.91 % .
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The amount of cash received from the sale is calculated to be $336,300.
The amount of cash received from the sale of bonds can be calculated by using the following formula;
Cash received = Face value of bond × Bond quote
Since $354,000 of 10% bonds are issued at 95 in this case, therefore we substitute the values in the equation to determine the amount of cash received from the sale as follows;
Cash received = $354,000 × (95 / 100)
Cash received = $354,000 × 0.95
Cash received = $336,300
Therefore $336,300 cash is received from the sale if $354,000 of 10% bonds are issued at 95
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