Answer:
$10,275.03
Explanation:
Years 0 1 2 3 4
Cash flow -15000 -58000 45000 45000 45000
Successful chance result (62%) -9300 -35960 27900 27900 27900
Considered cash flow -15000 -35960 27900 27900 27900
Discount factor (14%) 1 0.877 0.769 0.675 0.592
Present value -15000 (31,543.86) 21,468.14 18,831.71 16,519.04
Net present value = -$15000 - $31,543.86 + 21,468.14 + 18,831.71 + 16,519.04
Net present value = $10,275.03
Answer:
Option A, Randomization
Explanation:
Extraneous variables can be taken care of through randomization or random sampling. In random sampling, the extraneous variables are not deleted instead their equal distribution is ensured. Random sampling increases the external validity and generalize the population.
Hence, option A is correct
Amber was observing an example of the<u> "integrity-based ethics" </u>followed at this organization.
An integrity-based approach to ethics management consolidates a worry for the law with an accentuation on administrative duty regarding moral conduct. In spite of the fact that integrity strategies may change in plan and extension, all endeavor to characterize organizations' directing qualities, goals, and examples of thought and lead. At the point when integrated into the everyday tasks of an association, such methodologies can help avert harming moral failures while taking advantage of ground-breaking human motivations for good idea and activity. Then an ethical structure turns into no longer a troublesome imperative inside which organizations must work, yet the administering ethos of an association.
Answer:
b. $100,000
Explanation:
Based on the information given , the FIRST'S CONTRIBUTION TO CONSOLIDATED NET INCOME for 20X9 will be NET INCOME amount of $100,000 because During the year 20X9, the company reported NET INCOME of $100,000 in which they paid no dividends.
Therefore First's contribution to consolidated net income for 20X9 is $100,000
Answer:
Future Value = $1,192,287.56
Explanation:
<em>The future value is the expected total sum that an investment is suppose to accumulate together with interest over a period of time at a particular interest rate.</em>
Where compounding is done done monthly, he future value is determined as follows:
FV = PV ×( (1+r)^n -1 )/ r
FV - Future Value , PV - present value r- monthly rate of interest , n- number of months
FV - ?
r- 8%/12 = 0.66%
n - 30× 12 =
PV - 800
FV = 800 × ( (1.00666)^(360) - 1 )/ 00666
= 800 × 1490.359449
= $1,192,287.56
