Answer:
$2,319,000
Explanation:
Amount
March1 $1,884,000
June 1 $1,284,000
Dec 31 $3,082,450
Capitalization period
March1
10/12×$1,884,000 =$1,570,000
June 1
7/12 $1,284,000=$749,000
Dec 31
0
Weighted Average Accumulated expenditure
March 1 $1,570,000
June1 $749,000
Dec 31 $0
Total $2,319,000
Answer:
D.
Explanation:
To accrue means to grow or to accumulate over time. In accrual accounting, if the revenue recognition criteria are met in the current period, revenue will need to be accrued in the current accounting period even if cash will not been received until a later accounting period.
Accrued revenues is a type of account that require adjustment, to register the unrecorded revenues that have been earned and for which cash has not yet to be received.
The accrual journal entry to record the sale involves a debit to the accounts receivable account and a credit to sales revenue. If the sale is for cash, debit cash instead. The revenue earned will be reported as part of sales revenue in the income statement for the current accounting period.
It is the same for accrued revenue and for revenue on account.
Answer:
Variance = 0.02141851
Explanation:
We first calculate the mean for the stocks
Mean = (0.1858 - 0.0558 + 0.2081) / 3
Mean = 0.3381 / 3
Mean = 0.1127
Variance = [(0.1858 - 0.1127)^2 + (- 0.0558 - 0.1127)^2 + (0.2081 - 0.1127)^2] / 3 -1
Variance = [0.0731^2 + (-0.1685^2) + 0.0954^2] / 2
Variance = 0.00534361 + 0.02839225 + 0.00910116 / 2
Variance = 0.04283702 / 2
Variance = 0.02141851
The variance of returns is 0.02141851
First let us identify if the asset is a gain
or loss. An asset is a gain if it contributes to the banks overall finance while
it is a loss if it is a cost directly or indirectly.
Deposits of $300 million = Gain (+)
Reserves of $20 million = Gain (+)
<span>Purchased government bonds worth $300 million
= Loss (-) ---> This entails
cost</span>
Selling bank’s loans at current market value
of $600 million = Gain (+)
Therefore adding up everything to get the banks net worth:
Stealth banks net worth = $300 M + $20 M - $300 M + $600 M
<span>Stealth banks net
worth = $620 million</span>
Except:
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