Answer:
Debit Inventory $40,600
Credit Cash account $40,600
Being entries to recognize the cost of inventory
Explanation:
The initial recognition of inventory is to be done including all the cost incurred in bring inventory to the place of use or storage. These includes freight and the cost of the item. When inventory is purchased on account, entries required are Debit Inventory, credit account payable. Where cash is paid, the debit is same but the credit entry is posted to the cash account.
Hence total cost incurred (which is the cost of inventory)
= $40,000 + $600
= $40,600
Answer:
10.0 years
Explanation:
The computation of the payback period is shown below
We know that
Payback period = initial cost ÷ increase in net income
= $30,000 ÷ $3,000
= 10 years
As the depreciation expense is a non-cash expense so we dont considered it
Therefore the first option is correct
Answer:
The standard deviation of 75 dollars
Explanation:
Standard deviation, S.D.= 75 dollars; Mean, M= 225 dollars; Mean deviation, D= ?
S.D. = √ D² - M
∴ 75 = √ D² - 225
D² = 75² - 225 = 5625 + 225 = 5950
∴ D = √5950 = 24.4 dollars
From the above, it shows that, the standard deviation of 75 dollars contains the middle 95 percent of hourly sales.
Answer:
$60,000
Explanation:
Since Bailey Co. changed their accounting for insurance expense from the cash-basis to the accrual-basis in the current year, and in January of the prior year, Bailey recorded insurance expense of $240,000 for the cash purchase of a four-year insurance policy.
Bailey should report the insurance transaction in the current year's financial statements of an amortization of the insurance expense over the four year period, and take account the portion that pertains to the current year.
Therefore = $240,000 / 4 years = $60,000 per year
Answer: (b) -3.08
Explanation:
The relationship between the demand(q), price per unit product(p) and the disposable income,yd is given by the expression below;
q= 20ln(7yd-2p).
From the expression above, the marginal demand,
∂ q/∂ p is the differential of the equation of relationship between the demand, price and disposable income.
This involves considering the demand,q as the dependent variable and the price per unit product,p as the independent variable and the disposable income,yd is considered constant.
Therefore ,
∂ q/∂ p= (-40)÷(7yd-2p)
By substitution of
yd =$3000÷1000= $3
and p= $4
∂ q/∂ p= (-40)÷((7×$3)-(2×$4))
∂ q/∂ p= -40÷13= 3.08
Please see the attachment for knowledge on how ∂ q/∂ p was obtained.
