The kids
Are the ones who affect it why wont u
Answer:
A. ensure lenders are rapaid.
Answer:
$368,000
Explanation:
In order to appraise the property using the capitalization approach, we must first determine a net cash flow:
net cash flow = $48,000 - $3,600 - $15,000 = $29,400
Now we calculate the property value using the perpetuity formula:
property value = net cash flow / capitalization rate = $29,400 / 8% = $367,500 which we must round up to $368,000
A property is being appraised using the income capitalization approach. Annually, it has an estimated gross income of $48,000, vacancy and credit losses of $3,600, and operating expenses of $15,000. Using a capitalization rate of 8%, what is the property's value (rounded up to the nearest $1,000)?
Answer and explanation:
The statements are correct because using the perpetual inventory system implies recording purchases and returns at the same moment items are received or sold. The Cost of Goods account is updated every time their inventory exists. On the other hand, the periodic inventory system records buying or selling activities following a schedule that could be every month, quarter or once per year. The Cost of Goods account is used occasionally.
Answer:
$1040.56
Explanation:
A bond is debt instrument issued by a borrower which promises to pay the holder regular interest for the holding period and the terminal value at the end of the period.
According to the discounted cash flow model, the value of an asset is the present value of the future cash flows arising from the assets discounted at the required rate of return.
Present value is the worth today of an amount expected in the future.The process of calculating the present value is called discounting
To calculate the price of this bond, we shall discount the future cash flows using the required return of 8% per annum, which is the same as 4% per six-month
Interest payment per 6 month = (9% × $1000)/2= $45
PV of interest payment = 45 × (1- (1.04)^(-2×5))/0.04)= 364.995
PV of redemption value = 1000 × 1.04^(-2× 5) = <u>675.56</u>
Price of the bond 1<u>040.56</u>