Answer:
The correct answer is $18.5 million.
Explanation:
According to the scenario, the computation of the given data are as follows:
we can calculate the cash flow from financing activities by using following formula:
Cash flow from financing activities = Issue of common stock - Purchase of treasury stock
By putting the value, we get
Cash flow from financing activities = $39.0 million - $20.5 million
= $18.5 million
Answer:
$13.89
Explanation:
The computation of the value of stock is shown below:
Year Dividend Present value factor at 16% Present value
1 $1.90 0.862 $1.64
2 $2.10 0.743 $1.56
3 $2.30
Price $14.375 0.743 $10.68
The price is computed below:
= $2.30 ÷ 16% = $14.375
Total present value $13.89
The present value factor is computed below:
= 1 ÷ (1 + rate) ^ years
For Year 1 = 1 ÷ 1.16^1 = 0.862
For Year 2 = 1 ÷ 1.16^2 = 0.743
Answer:
$1023.98
Explanation:
Using the standard notation equation for annual payment and for arithmetic gradient to calculate the present worth of a unit's costs; we have the following corresponding expression.
P = A (P/A, i, n) & P = G (P/G, i, n)
where;
A = annual payment
G = arithmetic gradient
n = number of years
i = annual interest rate
From the question;
the payment period = compounding period
∴ quaterly interest rate = 3%
The present worth value of the unit's cost is therefore shown as
P = 90 (P/A, 3%, 12) + 2.5(P/G, 3%, 12)
P = 90(9.954) + 2.5(51.2481)
P = $1023.98
∴ The present worth value of the unit's cost = $1023.98
Answer:
6.12%
Explanation:
Calculation for How does our decision depend on the interest rate at which we can invest our funds
Present value = 6000-3060
Present value = 2940
Future value = Present value+Present Value*Numver of month* Rate of interest/ 100
3000 = 2940+2940*4/12*R/100
60 = 2940*4/12*R/100
60*12/4 = 2940*R/100
180 = 2940*R/100
180/2940 = R/100
0.061224 = R/100
Rate = 6.1224
Therefore How does our decision depend on the interest rate at which we can invest our funds is 6.1224
Answer:
$1080
Explanation:
Calculation to determine the expected cash flows
Since the bonds have a principal amount of the amount of $1000 first step is to calculate the Cash flow CO1
CO1=$1000(.08)/2
CO1=$80/2
CO1= $40
Second step is to calculate the Frequency of PMT
Frequency of PMT= 10 years x 2 (semi-anually)
Frequency of PMT= 20
Now let determine the Cash Flow CO10
Cash Flow CO10=1000+80
Cash Flow CO10=$1080
Therefore the expected cash flows is $1080
