Answer:
<u>Retained earnings under the Balance sheet</u>
Explanation:
Making comparisons between the two inventory value when using FIFO or Average cost method=
63.0M - 47.1M = $15.9M
We see an <em>increase</em> in the ending inventory.
Thus, this increase in income has been unprecedented, and may not have been distributed to the shareholders of Adonis Industries. On the balance sheet journal entry this extra income would be indicted on the balance sheet on the retained earnings column for year 2021.
Answer:
<u>Physical flow schedule</u>
Inputs
Beginning Work in Process 86,300
Add Units Started 105,900
Total 192,200
Outputs
Units Completed and Transferred 172,900
Units in Ending Work in Process 19,300
Total 192,200
Explanation:
A physical flow schedule is simply a schedule of units introduced into the process and units outputs without expressing them to equivalent units.
Units Introduced must always be equal to units outputs in physicals terms.
<em>Units Completed and Transferred = Beginning Inventory + Units Started - Units in Ending Work in Process</em>
= 86,300 + 105,900 - 19,300
= 172,900
Answer:
C. A contract between the corporation issuing the bonds and the bond trustee, who is acting on behalf of the bondholders.
Explanation:
A bond indenture specifies the contract which is between the bond issuers and bond holders. The contract specifies all the obligations owed by the issuers to the bond holders.
In this case the right definition of indenture would be a contract between the corporation issuing the bonds and the bond trustee, who is acting on behalf of the bondholders.
Hope that helps.
Answer:
$73,600
Explanation:
Cash flow from Operating Activity
Cash sales $26,000
Collections on accounts receivable $99,000
Payments to suppliers ($47,000)
Cash generated from operations $78,000
Income taxes paid ($4,400)
Net cash provided by operating activities $73,600
therefore,
the amount of net cash provided by operating activities indicated by these transactions is $73,600
Answer:
EMI=P*r * (1+r)^n/(1+r)^n-1
Where EMI= equal monthly installments
P=Principal amount
r=rate of interest
n=numer of periods
Explanation:
P=$184,500
r=4.65%/12=.3875%
n=30*12=360
EMI=$184,500*.3875%*(1+.3875%)^360/((1+.3875%)^360-1)
EMI=$951
Interest in first monthly installment=$715
Principal Amount in first monthly installment=$236