Answer:
The company should buy from an outside source rahter than manufacturing because each bottle manufactured costs $5 more.
Explanation:
Differential Analysis
Make Buy
Manufacturing Cost per bottle $ 67
Purchasing Cost per bottle $35
Freight per bottle $ 5
<u>Fixed Costs $ 22 </u>
<u>Total $ 67 $62 </u>
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The company should buy the bottles from the outside source because the manufacturing costs are higher than the purchasing costs and the fixed costs.
The fixed costs are the irrelevant costs that will continue whether bottles are manufactured or purchased.
Answer:
5.75%
Explanation:
The computation of the yield on a bond with three years to maturity is shown below:
Given that
Yield on a one-year bond is 3%
The expected yield on one-year bonds for the next two years is 5% and 4%
And, the liquidity premium is 1.75%
So, the yield on a bond with three years to maturity is
= (3% + 5% + 4%) ÷ 3 years + 1.75%
= 4% + 1.75%
= 5.75%
Answer:
Stock Price is $98.70
Explanation:
given data
exercise price = $100 per share
call price = $25 per share
put price = $17 per share
mature time = 2 years
annual rate of interest = 5%
to find out
What is the stock price today
solution
we will use here Put Call Parity for find out Stock Price that is express as
C +
= S + P .....................1
here C is call price and r is rate and t is time and S is Stock Price and P is put price so put all value in equation 1
C +
= S + P
25 +
= S + 17
solve it we get
P = $98.70
so Stock Price is $98.70
Answer:
The market-to-book ratio is: $2.96
Explanation:
The market-to-book ratio compares the market value of an organization with its book value. The formula to calculate market-to-book ratio is equal to the market price per share divided by the book value per share. So,
Market-to-book ratio= $36.08/$12.19
Market-to-book ratio = $2.96
Answer:
The correct answer is option (B).
Explanation:
According to the scenario, the given data are as follows:
Bond carrying value = $1,470,226
Rate of interest = 8%
Rate of interest (Semiannual ) = 4%
So, we can calculate the the bond interest expense on the first interest payment by using following formula:
The bond interest expense = Bond carrying value × rate of interest (semiannual)
By putting the value we get
= $1,470,226 × 4%
= $58,809