Answer:
Current yield is 6.17%
<em>YTD is 5.43%</em>
<em>YTC is 4.26%</em>
Explanation:
Tenor: 15 years
-> number of payment (NPer) is 30 (= 15 years * 2 for semiannual)
Coupon rate: 7.4%
- > semiannual payments (PMT): $37 = ($1000*7.4%/2)
Future value (FV): $1000
Present value (PV): $1200
Current yield = annual coupon/ current price = $37*2/$1200 = 6.17%
<u>Extra: </u>
We use excel to calculate yield to date (YTD) or nominal yield:
= Rate(Nper, PMT, - PV,FV) = Rate(30,37,-1200,1000) = 2.717% semiannual
-> annual rate is 5.43%
The bond issue is callable in 5 years at a call price of $1,074, then FV is $1074
Yield to call = rate(10,37,-1200,1074) = 2.13% semiannual
-> annual rate is 4.26%
If the returns are constant to scale, the output increases by the same as the increase in inputs, therefore, it would double.
Answer:
And for the new case we know that the sales increase by a factor of 2%, so then we can find the new number of sales like this:
And the Total August sales would be given by:
And the correct answer for this case would be:
$63,750
Explanation:
For this case the original number of sales for this case is 5000 units and the unitary price is given by 
And the total sales for the original case would be given by:
And for the new case we know that the sales increase by a factor of 2%, so then we can find the new number of sales like this:
And the Total August sales would be given by:
And the correct answer for this case would be:
$63,750
Answer:
outstanding, $1,000 par value, 30 years to maturity, selling for 108 percent of par; the bonds make semiannual payments. Common stock: 440,000 shares outstanding, selling for $62 per share; the beta is 1.05. Market: 11 percent market risk premium and 5.2 percent risk-free rate. What is the company's WACC
