Answer:
company B's cost of equity is 14.0375% - 8.975% = 5.0625% higher than company A's cost of equity
Explanation:
cost of equity = risk free rate + (beta x market premium)
risk free rate = 4.25%
market premium = market return - risk free rate = 11% - 4.25% = 6.75%
Company A's cost of equity = 4.25% + (0.7 x 6.75%) = 8.975%
Company B's cost of equity = 4.25% x (1.45 x 6.75%) = 14.0375%
this means that company B's cost of equity is 14.0375% - 8.975% = 5.0625% higher than company A's cost of equity.
Answer:
$850,000
Explanation:
Total Hours of Department 1=$80,000+$90,000
=$170,000/$200,000*1000,0000
Answer:
1.37 - 1.90
Explanation:
Really hard to say a exact number but here's and idea.
When the YTM is lower than the bond's coupon rate, the bond's market value exceeds its par value (premium bond). Bonds are selling at a discount if their coupon rate is smaller than their YTM. A bond is trading at par if its coupon rate is equal to its yield to maturity (YTM).
<h3>What is the cost of a $1,000 par value, three year, zero-coupon bond?</h3>
(a) A three-year zero-coupon bond with a face value of $1,000 would have a present value (or price) of 874.69 with a yield of 4.564 percent.
<h3>What is the yield to maturity on a discount bond with a $1000 face value that will mature in a year and sell for $800?</h3>
The yield to maturity is determined using the following formula with the current price of $800: 800 = 1000 / (yield to maturity plus one) Yield to maturity Equals 1 plus yield. Yield until maturity equals 25%
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Answer:
Results are below.
Explanation:
To determine whether the project should be accepted or not, we need to calculate the net present value. <u>If the NPV is positive, the project should be accepted.</u>
<u>To calculate the NPV, we will use the following formula:</u>
NPV= -Io + ∑[Cf/(1+i)^n]
Cf1= 9,800/1.0975= 8,929.38
Cf2= 16,400/1.0975^2= 13,615.54
Cf3= 21,700/1.0975^3= 16,415.20
Total= $38,960.12
NPV= -38,700 + 38,960.12
NPV= 260.12
<u>The project is profitable. </u>
