Answer: The depreciation expense that will be recorded for the furniture for the first year ended December 31 is $825.
Explanation: Straight-line mwthod of depreciation is:
(Acquisition value minus salvage value) / No of years
Per the question, the acquistion value of the new furniture is $19,000 while the salvage value is $2,500. The number of years is 5 years.
Then yearly depreciation would be <u>($19,000 - $2,500) / 5 years = $3,300</u>.
Note that the furniture was purchased on September 30. To arrive at the depreciation expense that will be recorded as at December 31, you need to pro rate the yearly depreciation of $3,300.
September 30 to Decemer 31 is 3 months. <u>So the total depreciation expense will be $3,300 * 3 / 12 = $825.</u>
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Answer:
a. fear that they would be forced out of their habits
Explanation:
In as much as the aim is for absences and vacations not to pose a problem in productivity, Joshua's employees still objected because they might one day be told not to go on vacations and not even be absent from work. Thus, this becomes a problem for them.
Therefore the fear that they would be forced out of their habits sets in and they object the proposal.
Typically spends LESS to develop consumer brand awareness.
Answer:
Alternative 1 $27.7
Alternative 2 $30.25
Differential effects $2.55
Explanation:
Preparation of a differential analysis
DIFFERENTIAL ANALYSIS
Sell unfinished desks(Alternative 1 ) Process further into finished desks (Alternative 2) Differential effect (Alternative 2)
Revenue per desk $65.35 $74.50 $9.15
($74.50-$65.35=$9.15)
Cost per desk - $37.65 -$44.25 -$6.60
($37.65+$6.60=$44.25)
Profit /Loss per desk $27.7 $30.25 $2.55
($65.35 - $37.65=$27.7)
($74.50-$44.25=$30.25)
($9.15-$6.60=$2.55)
Therefore the company should process further and sell finished desks because it yields incremental Profit per desk.
Answer:
The answer is option (c)$89,301
Explanation:
Solution
Given that:
Inflation rate = 2%
The expected value of an investment = 82,500
Now,
nominal terminal value of the investment at the end of year 4.
Thus,
The nominal terminal value rate at the end of year four is given as follows:
= 82, 500 * (1 +2%) ^4
=$89300. 65
= $89,301