Answer:
COnsider the following calculations
Explanation:
1. $
Annual Savings in Part-time help 6300
Added Contribution Margin from expanded sales 2600x1.50 3900
Annual Cash Inflows 10200
2.
NPV @ 5%
= Present Value of Cash inflows - Present Value of Cash outlfows
= [10200x 5.076] - 47300
= $4475
NPV @ 10%
= Present Value of Cash inflows - Present Value of Cash outlfows
= [10200x4.355] - 47300
= -$2779
Internal Rate of Return = Lower Rate + [Lower rate NPV/ (Lower rate NPV - Higher rate NPV] x Difference in rates
= 5 + [4475 / (4475+2779)] x 5
= 8%
3. NPV @ 5%
= Present Value of Cash inflows - Present Value of Cash outlfows
= [(10200x 4.355) + (12000x0.564)] - 47300
= $3889
NPV @ 15%
= [(10200x 3.784) + (12000x0.432)] - 47300
= -$3519
Internal Rate of Return = Lower Rate + [Lower rate NPV/ (Lower rate NPV - Higher rate NPV] x Difference in rates
= 10 + [3889 / (3889+3519)] x 5
= 13%
Answer:
Some major factors:
Natural Resources
Physical Capital or Infrastructure
Population or Labor
Human Capital
Technology
Law
Poor Health & Low Levels of Education
Lack of Necessary Infrastructure
Explanation:
Answer:
3.52
Explanation:
Calculation to determine the target cost per unit?
Using this formula
Target cost per unit=Projected sales -Desired profit /Projected units
Let plug in the formula
Target cost per unit=$300,000-$36,000/75,000 units
Target cost per unit=$264,000/75,000 units
Target cost per unit=3.52 per unit
Therefore the target cost per unit is 3.52
Answer: Option (A). The total liabilities will be overstated.
Explanation: Total liabilities are the aggregate debt and financial obligations owed by a business to individuals and organizations at any specific period of time. Total liabilities are reported on a company's balance sheet and are a component of the general accounting equation. In this scenario, Assuming the company initially recorded a liability, then the total liabilities will be overstated.
Answer:
d. A perpetuity is a stream of regularly timed, equal cash flows that continues forever.
Explanation:
A perpetuity refers to a future stream of cash flows, paying a constant amount regularly till forever. Such stream is never ending.
The present value of a perpetuity is computed by dividing the constant amount receivable till forever, by required rate of return/cost of capital.
Present value of a growing perpetuity is given by
=
wherein cash flows represent cash flows receivable growing at g% rate till forever
r = required rate of return or cost of capital
g= growth rate of cash flows
Where the cash flows are of constant amount i.e non growing nature, the present value of such a perpetuity is given by,
=