Answer:
125 pounds
Explanation:
Firstly, we need to know the total product of labor of the five full time workers.
This is equal to 120 * 5 = 600 pounds
The last worker is 150 pounds
The total now is 600 + 150 = 750 pounds
The average product of the six workers will now be 750/6 = 125 pounds
Answer:
Cost of the inventory kept by Zephron Music is $3495
Explanation:
<u><em>Zephron Music purchased inventory for $4,400 and also paid a $260 freight bill</em></u>
Inventory $4660 (debit)
Trade Payable $ 4400 (credit)
Bank $260 (credit)
Recognise an Asset - Inventory and De-recognise asset - Bank
<u><em>Zephron Music returned 25% of the goods to the seller, took a 1% purchase discount</em></u>
Trade Payable $1212
Inventory $1165 (credit)
Discount Received $47 (credit)
Therefore Inventory Balance = $4660-1165 = $3495
Answer:
the nonverbal commuication being used in this photo is posture, facial expressions, and gestures. i guess you could say this is effective he looks like he would be speaking in a sturn tone of voice.
Explanation: can you answer some questions not answered on my account please
Answer:
$99,000
Explanation:
According to the scenario, computation of the given data are as follows,
Net income = $55,000
Add- Depreciation expense = $70,000
Less- prepaid rent = $50,000
Add- accounts payable = $11,000
Add- Income tax payable = $13,000
Total = $99,000
Hence, Net cash flow from operating activities = $99,000
Answer:
$2,880
Explanation:
Given that,
Total machine-hours = 30,300
Total fixed manufacturing overhead cost = $ 575,700
Variable manufacturing overhead per machine-hour = $ 4.00
For Job T687:
Number of units in the job = 10
Total machine-hours = 30
Direct materials = $730
Direct labor cost = $1,460
Total variable overhead estimated:
= Variable manufacturing overhead per machine-hour × Total machine-hours
= $4 × 30,300
= $121,200
Total overhead estimated:
= Total variable overhead estimated + Total fixed overhead estimated
= $121,200 + $575,700
= $696,900
Predetermined overhead rate:
= Total overhead estimated ÷ Total machine-hours
= $696,900 ÷ 30,300
= $23 per machine hour
Total overhead applied:
= predetermined overhead rate × Total machine hours for Job T687
= $23 × 30
= $690
Total job cost:
= Direct material + Direct labor + Total overhead
= $730 + $1,460 + $690
= $2,880
