Answer:
$134,546
Explanation:
Calculation to determine the projected operating cash flow for this project
Projected operating cash flow=
{[820 × ($719 − 435)] + [(1,040 − 1,120) × ($369 − 228)] − $23,100} × {1 − .34} + {$10,400 × .34}
Projected operating cash flow={[820 × $284)] + [$80 × $141] − $23,100} × {.66} + {$3,436}
Projected operating cash flow= $134,546
Therefore the projected operating cash flow for this project is $134,546
The answer is objective personality test.
Objective personality test is designed to measures the personality of a certain individual without being exposed to the bias of the tester.
To fully avoid the bias, the researchers usually created a scoring system that based on quantitative scores rather than the qualitative.
Answer:
The straight line depreciation for the first year is $24000
Explanation:
The straight line method of depreciation charges/allocates a constant amount of depreciation through out the useful life of the asset. The straight line depreciation expense for the year is calculated as follows,
Straight line depreciation = (Cost - Salvage Value) / Estimated useful life
Straight line depreciation = (135000 - 15000) / 5 = $24000 per year
Thus, the amount of depreciation for first year under straight line method is $24000
Answer:
The requirement of the question is as below:
How much must Alan deposit on January 1? (Round your final answer to the nearest whole dollar amount.)
What is the interest for the four years? (Round your final answer to the nearest whole dollar amount.)
Alan deposit on January 1 is $ 58,802.39
Interest for four years is $21,197.61
Explanation:
The first is asking for today's worth of the investment,which is the amount to be invested,this can be computed using the present value as shown below:
PV=FV*(1+r)^-n
PV is the present value
FV is the worth of the investment in 4 years from now which is $80,000
r is the rate of return of 8%
n is the number of years of investment which is 4 years
PV=$80,000*(1+8%)^-4
PV=$80,0008(1+0.08)^-4
PV=$80,000*(1.08)^-4
PV =$ 58,802.39
interest for four years=FV-PV
interest for four years=$80,000-$ 58,802.39
=$21,197.61
