Answer:
$2,250 Favourable
Explanation:
Calculation to determine the fixed factory overhead volume variance
Fixed factory overhead volume variance=$2.50 × [18,750 hrs. – (5,100 units × 3.5 hrs.)]
Fixed factory overhead volume variance=$2.50×[18,750 hrs. – 17,850 hrs]
Fixed factory overhead volume variance=$2.50×900
Fixed factory overhead volume variance=$2,250 Favourable
Therefore the fixed factory overhead volume variance will be $2,250 Favourable
Answer:
The land should be recorded in Clairemont Repair Service’s records at $380,000
Explanation:
According to the historical cost principle, the recording of the fixed assets should be recorded at the purchase price or cost price which is to be shown in the assets side under the balance sheet.
So, according to the question, on February 28, the repair service accepted the seller's counteroffer which means that the land was purchased on February 28 for $380,0000. So, by $380,000 amount, the land would be recorded.
Other costs which are mentioned in the question is ignored.
Answer:
Commuting refers to travelling from your home to your workplace. It generally refers to the distance that people generally travel to get to their office or any type of workplace.
While business travel refers to not only leaving your house to go to work, but actually going somewhere else to perform your regular business activities, e.g. going form one state to another to close a sale. In order for business travel to be effectively recognized as such, it must be necessary for your business activity and it should last more than one ordinary workday.
In this case, your client continuously leaves his house and goes form one state to another performing his normal business activities. This perfectly fits the IRS's definition of business travel.
Initially, you can try to solve this issue with IRS Office of Appeals (since you are right), but if that doesn't work, then you can go to Tax Court.
Answer:
Answer= 9 years
Explanation:
Present value of annuity=Annuity[1-(1+interest rate)^-time period]/rate
14,963.72=2200[1-(1.06)^-n]0.06
14,963.72=36,666.67[1-(1.06)^-n]
1-(1.06)^-n=(14,963.72/36,666.67)
(1.06)^-n=1-(14,963.72/36,666.67)
(1/1.06)^n=0.591898545
Taking log on both sides;
n*log (1/1.06)=log 0.591898545
Hence n=log0.591898545/log (1/1.06)
=9 years.
