Answer:
(a) Refrigeration would be willing to pay a maximum of Rate 36 to gauge division for unit. because its outside purchase price. (b) $30 (c) $40 (d) $35
Explanation:
Solution
Given that:
(A) The Refrigeration would be willing to pay a maximum of Rate 36 to gauge division for unit. because its outside purchase price.
(B) If Gauge had excess capacity, The Division's Management set the transfer price would be $30. this is because transfer price be set as sum of Total Outlay cost and Opportunity Cost. So, ($23 + $7) + $0 = $30
(C) iF Gauge had no excess capacity, the transfer price would be $40.
The Calculation of Transfer price is as follows:
($23 + $7) = $30
Add :- ($40 - $23 -$7) = $10
Hence, the transfer Price = $40
(D) If Gauge was able to reduce the variable cost of internal transfers b $5 per unit then Transfer Price Would be $35.
Thus,
The calculation of transfer price is as follows:-
($23 + $7 - $5) = $25
Add :- ($40 - $23 -$7) = $10
The transfer Price = $35
Answer:
$90,000 loss on disposal
Explanation:
If the current year's depreciation of $45,000 is recorded, the loss on disposal will be $45,000 multiplied by 2 which is $90,000
Answer:
The percentage to be assigned for Year 2 in a trend analysis, assuming that Year 1 is the base year, is 112%
Explanation:
In order to calculate the percentage to be assigned for Year 2 in a trend analysis, assuming that Year 1 is the base year, we would have to make the following calculation:
Year 2 trend analysis % = $ 1,008 sale in Year 2 / $ 900 Year 1 sale
Year 2 trend analysis % = $1,008 / $900
Year 2 trend analysis %= 112%
The percentage to be assigned for Year 2 in a trend analysis, assuming that Year 1 is the base year, is 112%
Answer: Greater than 12% but less than 18%.
Explanation:
Total productive time, p is given as:
= 300 seconds
Cycle time, c = 90 seconds
The number of workstations, n is given as = 4
The formula to solve this will be:
= [p/(n x c)] x 100
= [300/(4 x 90)] x 100
=[(300/360) x 100
= 0.83 × 100
Line efficiency = 83.33%
Since the line efficiency has been gotten, we then calculate the balance delay which will be:
Balance delay = 100 - Line efficiency
= 100% - 83.33%
= 16.67%
The answer then will be Greater than 12% but less than 18%.
