Answer:
$25,000
Explanation:
The computation of the adjusted balance of retained earning is shown below:
Since the depreciation expense is overstated on 2019 which decreased the earnings so it would be added
Since the depreciation expense is understated on 2020 which increased the earnings so it would be deducted
And, the ending inventory for 2020 is understated which decreased the earning so it would be added
Therefore, the adjusted balance is
= $24,000 - $4,000 + $5,000
= $25,000
Answer:
$19.21
Explanation:
The computation of the unit cost per item is as follows:
Beginning merchandise inventory $52,000
Add: Purchases + freight in $293,000 ($280,000 + $13,000)
Less: Ending merchandise inventory -$54,900
Cost of goods sold $290,100
Now the cost of goods sold per unit is
= $277,100 ÷ 15,100 units
= $19.21
Answer:
$3,483.17
Explanation:
Calculation for the amount of cost allocated to the Cafeteria under the step method
Using this formula
Allocation to Cafeteria=[Cafeteria/(Cafeteria+Producing Department A+Producing Department B)]×Budgeted costs
Let plug in the formula
Allocation to Cafeteria=[25/(25 + 308 + 287)] x $72,450
Allocation to Cafeteria=(25/520)×$72,450
Allocation to Cafeteria=0.0480769231×$72,450
Allocation to Cafeteria=$3,483.17
Therefore the amount of cost allocated to the Cafeteria under the step method would be $3,483.17
Answer:
$54,000
Explanation:
Calculation to determine what the amount of Human Resources cost allocated to the Assembly Department is:
Using this formula
Human Resources cost allocated to the Assembly Department=Human Resources budgeted costs* Human resource percentage
Let plug in the formula
Human Resources cost allocated to the Assembly Department=$90,000 x 60%
Human Resources cost allocated to the Assembly Department = $54,000
Therefore Using the step-down method and assuming the Human Resources Department is allocated first, the amount of Human Resources cost allocated to the Assembly Department is:$54,000
Answer:
$1100
Explanation:
Compound Interest is a multiplying effect interest , in which interest for each successive period is calculated on (Principal + Interest) of each preceeding period .
Formula : A = P(1+r/n) power 'nt .
r = Interest rate , t = time , n = compound in time 't' , P = Principal
A = 1000 (1+10/1) power'(1X1) = 1000 X 11 power 1' = 1000 X 11 = 1100