Answer:
The net working capital is -$4600.
Explanation:
Use the below formula to calculate net working capital:
Net working capital = Total current assets – Total current liability
Total current liability = $6100
Total current asset = increase in inventory –decrease in account reciveable
Total current asset = $2800 – 1300
= $1500
Now, Net working capital = Total current assets – Total current liability
Net working capital = $1500 – $6100
= - $4600
Thus, net working capital is -$4600.
Answer:
$69,000
Explanation:
The double-declining method uses twice the rate of the straight-line depreciation method.
In this case, we need to determine the depreciation rate under the straight-line method. The asset has a useful life of 5 years.
the depreciation rate = 1/5 x 100
=0.2 x 100
=20%
The Depreciation rate for the double-declining method is 40%. The straight-line method considers salvage value at the beginning, but double-declining depreciates until the salvage value.
In the first year under the double-declining method, the depreciation amount was $27,600.
It means 40% of the asset cost is $27,600.
The asset cost is 100%
40%=$27,600
100% = 27,600/40 x 100
=$690 x 100
=$69,000
Asset cost = $69,000
Answer:
a. The company should recognize one-twelfth (1/12) of each subscribers' cash advance each month for 12 months.
b. The amount of revenue the company should record for eight issues is $40 [$60 × 8/12].
Explanation:
The revenue recognition principle dictates that revenue is recognized in the period in which it is earned. When the company collects cash in advance for each subscription, it should record the $60 to a liability account like Cash Advances, Customer Advances, Unearned Revenue, or Deferred Revenue. Every month for 12 months, the company should recognize one-twelfth (1/12) of each subscribers' cash advance (or $5) as Subscriptions Revenue, Sales Revenue, or Earned Revenue. Therefore, if issues have been delivered for eight months now, the company should have recorded $40 of each $60 subscription.
Answer:
C. $65,000
Explanation:
With regards to the above information, ending work in process is computed as;
Ending work in process = Beginning work in process + materials transferred
Ending work in process = $44,000 + $21,000
Ending work in process = $65,000
Your answer to your question is b