Answer: 28.2%
Explanation:
Correlation Coefficient = Covariance / (Standard deviation of Security A * Standard deviation of Security B)
0.52 = 0.022 /( 15% * σ)
(15% * σ) * 0.52 = 0.022
15% * σ = 0.022 / 0.52
σ = 0.0423/15%
= 28.2%
Answer:
The price does the dividend-discount model predict Colgate stock should sell for today is $66.47
Explanation:
In order to calculate the price does the dividend-discount model predict Colgate stock should sell for today we would have to calculate first the Present value of dividend of next 5 years as follows:
Present value of dividend of next 5 years as follows=
Year Dividend Discount factor Present value
a b c=1.085^-a d=b*c
1 $ 1.62 0.921659 $ 1.49
2 $ 1.74 0.849455 $ 1.48
3 $ 1.86 0.782908 $ 1.46
4 $ 1.98 0.721574 $ 1.43
5 $ 2.10 0.665045 $ 1.40
Total $ 7.25
Then, we have to calculate the Present value of dividend after 5 years as follows:
Present value of dividend after 5 years=D5*(1+g)/(Ke-g)*DF5
Present value of dividend after 5 years=$2.10(1+6%)/(8.50%-6%)*
0.665045
Present value of dividend after 5 years=$59.22
Current value of stock=Present value of dividend of next 5 years+ Present value of dividend after 5 years
Current value of stock= $7.25+$59.22
Current value of stock=$66.47
The price does the dividend-discount model predict Colgate stock should sell for today is $66.47
Answer:
The 125,000 shares of common stock would be issued
Explanation:
For computing how many shares of common stock would be issued, we have to use the formula of common share produced which is shown below:
Common share produced = Par value ÷ Conversion price
where,
Par value is $5,000,000
And, the conversion is $40
Now, apply these values to the above formula
So, the value would be equals to
= $5,000,000 ÷ $40
= 125,000
The time period and rate of debentures is irrelevant, Thus, it is ignored.
Hence, the 125,000 shares of common stock would be issued.
