Liabilities are a vital aspect of a company because they are used to finance operations and pay for large expansions. They can also make transactions between businesses more efficient.
To complete the measurement process, companies need to update balances of assets, liabilities, revenues and expenses for changes created by adjusting entries.
<h3 /><h3>What is adjusting entry?</h3>
An adjusting entry is the entry that is posted after the posting of all the journal entries for a period, all the transactions are posted and then at the end of the period the adjusting entry is recorded.
The adjusting entry balances and effects the balance of the assets, liabilities, revenue and expenditure at the end of the period.
Adjusting entry is also posted when the reversing effect of the journal entry is to be posted and this results in the change of the account balances of assets and liabilities of the company.
The balance sheet and income statement is prepared after the posting of journal and adjusting entries.
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Answer:
$84,250
Explanation:
The computation of the estimated inventory loss is shown below:
= Opening Inventory + Purchases - Cost of Sales
where,
Cost of sales is
= $494,000 ×100 ÷ 160
= $308,750
And, the opening inventory is $184,000
And, the purchase is $209,000
So, the estimated inventory loss is
= $184,000 + $209,000 - $308,750
= $84,250
We simply applied the above formula so that the estimated inventory loss could arrive
Answer:
A. $9.00
B. $3.00
C. Decrease
Explanation:
a. Calculation to determine the intrinsic (minimum) value of this warrant
Using this formula
I = (M – E) × N
Where,
I represent Intrinsic value of a warrant
M represent Market value of common stock
E represent Exercise price of a warrant
N represent Number of shares each warrant entitles theholder to purchase
Let plug in the formula
I=($36 – $30) *1.5
I=$6*1.5
I = $9.00
Therefore the intrinsic (minimum) value of this warrant is $9.00
b. Calculation to determine the speculative premium on this warrant
Using this formula
S = W – I
Where,
S representSpeculative premium
W represent Warrant price
I represent Intrinsic value.
Let plug in the formula
S=$12-[($36 – $30) *1.5]
S=$12 – $9
S = $3.00
Therefore the speculative premium on this warrant is $3.00
c.What should happen to the SPECULATIVE PREMIUM as the expiration date approaches is for it to DECREASE and thereby approach $0.