Answer:
PV = $9,245.56
Explanation:
Giving the following information:
Future value (FV)= $10,000
Number of periods (n)= 2 years
Discount rate (i)= 4% = 0.04
<u>To calculate the present value (PV), we need to use the following formula:</u>
<u></u>
PV = FV / (1 + i)^n
PV = 10,000 / (1.04^2)
PV = $9,245.56
Answer:
The after-tax cash flow (after-tax salvage value) from the sale is $18,941.20
Explanation:
The computation of the after-tax cash flow is shown below:
= Purchase of fixed asset - depreciation charged - sale value of machine + profit on sale - tax rate
= $39,000 - ($39,000 × 20% + 32%) - $19,000 + $280 - 21%
= $39,000 - $20,280 - $19,000 + 280 - $58.80
= $18,720 + $280 - $58.80
= $18,941.20
The $18,720 reflect the Written down value of the fixed asset which come from
= $39,000 - $20,280
I'm pretty sure the answer would be a budget? A good budget is a way you can keep track of your money. Like what you are spending it on in different categories (like bills, entertainment, food, etc) and how much money is being spent in each.
Answer:
Explanation:
The preparation of the income statement is presented below using the generally accepted accounting Principles (GAAP) :
Sales $176,000
Less: Cost of goods sold ($97,200) ($54,000 + $43,200)
Gross margin $78,800
Less: Selling and administrative cost ($31,000) ($17,200 + $13,800)
Net income $47,800
Hence, we considered all the given information
Answer:
16.89%
Explanation:
As per the given question the solution of simple rate of return for the investment is provided below:-
we need to first find out the accounting profit and depreciation
where
Accounting Profit = Annual Cash Inflow - Depreciation
and
Depreciation = Investment required in equipment ÷ Life of investment
= $36,500 ÷ 15
= $2,433.33
now we will put the value by using the accounting profit formula.
= $8,600 - $2,433.33
= $6,166.67
So,
Simple Rate of Return = Accounting Profit ÷ Initial Investment
= $6,166.67 ÷ $36,500
= 16.89%
