Answer:
Net Present value = -$40,221
Explanation:
The net present value is the sum of the discounted cash-flows over the life of the project from t=0 to t=n.
Year Cash-flow PVIF Present Value
0 (55,500) 1.0000 (55,500)
1 2,700 0.9091 2,455
2 2,700 0.8264 2,231
3 2,700 0.7513 2,029
3 11,400 0.7513 <u>8,565 </u>
Net Present value (40,221)
The salvage value is treated as a cash-flow at the end of year 3 as that's the last year in which the project records a cash inflow. In this question, a negative net present value implies that the project is not profitable, and should therefore not be undertaken.
Answer:
c. only changes in prices
Explanation:
GDP deflator is used to calculate changes in price level or changes in inflation.
GDP deflator = (Nominal GDP / Real GDP) × 100
Nominal GDP is GDP calculated at current year prices.
Real GDP is GDP calculated at base year prices.
GDP is the sum of all final goods and services produced in an economy within a given period which is usually a year.
I hope my answer helps you
[A] To handle the day to day operations of the project.
Answer:
Gross profit margin requires revenue and gross profit of the company.
Current ratio = 1.386 x
Debt ratio = 0.123 x
Explanation:
Gross profit margin requires revenue and gross profit of the company which is provided in the question but it can be calculated using this formula ; Total revenue / gross profit . where Gross profit = Revenue - cost of goods sold
Current ratio is calculated using the formula ; current assets/ current liabilities lets assume the left column is for the most recent year then current ratio = 4612200/3325950 = 1.386x
Debt ratio is calculated using the formula ; total debts/total assets lets assume once more that the left column is the most recent year. note; total debts = long term + current notes payable = 454800 + 277550
therefore debt ratio = 732350 / 5957800 = 0.123x
attached is the income statement and balance sheet
Answer:
The maximum amount that should be paid today is $11.29
Explanation:
The constant growth model of the DDM approach can be used to calculate the price or fair value per share today based on the expected dividends that the stock will pay. As the dividends are declining n this case, the dividend growth will be negative i.e. -1.5%
The formula for the price of share today is,
P0 or V = D1 / r - g
Thus,
P0 = 1.75 / (0.14 + 0.015)
P0 = $11.29
