Answer:
A) It is subtracted from the Bonds Payable balance and shown with long-term liabilities on the balance sheet
Explanation:
The discount on Bonds payable, as their name implies, decrease the Bonds Payable carrying value. A bond with discounts, was issued at a lower price than his face value. The discount on bonds represent that difference.
It takes amortization while the time past, until at maturity, their balance is zero, to represent the reality, the obligation for the company is for the face value, so the carrying value of bonds payable should equal the face value.
Last, because the bonds are due in ten-year their place is the long-term liabilities. As their obligation are not within the 12 month period to qualify as short-term
Goodwill would be unable to measure the standardize tests.
Answer:
the amount that she have to donate is $166,666.70
Explanation:
The computation of the amount that she have to donate is shown below:
Donation amount is
= Annual scholarship ÷ (interest rate - inflation rate)
= $2,500 ÷ (5.5% - 4.0%)
= $2,500 ÷ 1.5%
= $166,666.70
hence, the amount that she have to donate is $166,666.70
We simply applied the above formula so that the correct value could come
And, the same is to be considered
Answer:
"$1,673,750" is the appropriate answer.
Explanation:
The given values in the question are:
Applied overhead,
= $666,250
Actual overhead,
= $650,000
Unadjusted cost,
= $1,690,000
Now,
The overapplied overhead will be:
= 
= 
= 
($)
hence,
The goods sold's adjusted cost will be:
= 
= 
= 
($)
Answer:
a. Long
b. $375.00
Explanation:
a. If interest rates decrease over the period of investment, Treasury bond prices will increase. Thus, Dudley Savings Bank should take a long position in the futures contracts on the Treasury bonds. As T-bond prices go up, so will T-bond futures prices.
b. Given a long position:
Net profit = Sale price of futures − Purchase price of futures
= $107,687.50 − $107,312.50 = $375.00
Purchase price of futures = 107 − 100 = 107 10/32% × $100,000 = $107,312.50
Sale price of futures = 107 − 220 = 107 22/32% × $100,000 = $107,687.50
Explanation:
