Answer:
Negative cash balance of $210,000.
Explanation:
Given that,
cost of equipment = $200,000
Inventory purchased = $12,500
Cash balance = $2,000
Accounts payable = $4,500
Net cash flow at time zero:
= (cost of equipment) + (Increase in working capital)
= ($200,000) + (Inventory purchased + cash balance - Accounts payable)
= ($200,000) + ($12,500 + $2,000 - $4,500)
= ($200,000) + ($10,000)
= ($210,000)
Note: Negative values are in the parenthesis.
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Answer:
$35,860
Explanation:
The computation of the ending inventory using the retail inventory method is shown below
Particulars Cost Retail
Opening Inventory(A) $63,800 $128,400
Purchases(B) $115,060 $196,800
Goods available
C=(A-B) $178,860 $325,200
Cost ratio
($178,860 ÷ $325,200 × 100) 55%
Sales at retail (D) $260,000
End, Inventory at Retail $65,200
($325,200 - $260,000)
End, Inventory at Cost $35,860
($65,200 × 55%)
Answer:
Budgeted overhead= $2,877.6
Explanation:
Giving the following information:
<u>Direct labor required:</u>
Production= 870 units
Direct labor hours= 870*0.25= 218 hours
Direct labor cost= $12 an hour
Manufacturing overhead is applied at a rate of 110% of direct labor costs.
<u>To calculate the allocated overhead for the period, we need to use the following formula:</u>
Allocated MOH= Estimated manufacturing overhead rate* Actual amount of allocation base
Direct labor cost= 218*12= $2,616
Allocated MOH= 1.1*2,616= $2,877.6