Answer:
The correct answer is letter "D": is immune from review under the act of state doctrine.
Explanation:
The Act of State Doctrine states that every sovereign state is bound to respect the independence of every other sovereign state, and the courts will not sit in judgment of another government's acts done within its own territory. In the case, as Argentina is no jurisdiction of the United States, the U.S. citizens and businesses who had accounts in the South American cannot rely on U.S. policies to resolve their problems even if the Argentinian government has violated international law.
Explanation:
In this case, Sean committed an unprofessional attitude towards the meeting.
Work meetings are essential for the employees of an organization to develop a positive interpersonal relationship through communication and the possibility of integration and contribution to the goals of the company through ideas and points of view.
Therefore, it is essential that each employee has a professional position, avoid using the phone during sessions and see meetings as an opportunity to improve their communication and integration skills with other employees.
It is also important that the employee is involved and engaged to actively participate in the meeting.
Answer:
Varga should recognize $4,000 as revenue in 2016.
Explanation:
As the cash received in advance is recorded as unearned revenue which is a liability for the Varga Tech Services because they did not provide the services yet. On December 31, Eight months have passed and services for these month has been provided. So the revenue of 8 month months of 2016 will be recognized and recorded at year end.
Serive Contract = $6,000 for 12 months
Revenue Recognized in 2016 = $6,000 x 8/12 = $4,000
b. Only CPF solutions can be optimal, so the number of optimal solutions cannot exceed the number of CPF solutions.
c. If multiple optimal solutions exist, then an optimal CPF solu-tion may have an adjacent CPF solution that also in optimal.
Answer and Explanation:
a. The given statement is true as the corner point at the objective function should be feasible solution which is no longer as compared with the value for every adjacent CPF solution as compared with its optimal
b. The given statement is false as the solution can be an edge
c. The given statement is true as it shows the direct relation between the two things
In linear programming problems, CPF solutions can be optimal and if multiple optimal solutions exist, an optimal CPF solution may not have an adjacent CPF solution that is also optimal.
a. True: For minimization problems, if the objective function evaluated at a CPF solution is no larger than its value at every adjacent CPF solution, then that solution is optimal. This is because in a minimization problem, the goal is to find the solution that minimizes the objective function.
b. True: Only CPF solutions can be optimal, so the number of optimal solutions cannot exceed the number of CPF solutions. CPF stands for Corner-Point Feasible, which means solutions that lie on the corner points of the feasible region.
c. False: If multiple optimal solutions exist, an optimal CPF solution may not have an adjacent CPF solution that is also optimal. This is because adjacent CPF solutions may have different objective function values.
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Answer:
The answer is:
A: I=$76,67 MV=$4076,67
B: I=$293,75 MV=$10293,75
C: I=$138,125 MV=$6638,125
D: I=$36,75 MV=$936,75
Explanation:
Notes are often a key component of how a business finances its operations. For purposes of accounting, it's important to be able to calculate the maturity value of a note to know how much a business will have to pay or receive when the note comes due.
In general, notes are a form of short-term commercial financing. The maturity value is the amount of money that the company would receive when the note comes due.
When you know the principal amount, the rate, and the time, the amount of interest can be calculated by using the formula:
I = P*r*t
I= Total interest
P= principal
r= interest rate
t= time
To calculate the Maturity Value you need to sum the principal to the total interest accumulated over time.
Maturity Value= Principal + Interest
In this exercise:
A:
Principal: $4000 r=11,5% t=60 days
I=4000*0,115*(60/360)= $76,67
Maturity Value= 4000 + 76,67= $4076,67
B:
Principal: $10,000 r=11.75% t=90 days
I=10000*0,1175*(90/360)= $293,75
Maturity Value= 10000+ 293,75= $10293,75
C:
Principal= $6,500 r=12.75% time=60 days
I=6500*0,1275*(60/360)= $138,125
Maturity Value= 6500+ 138,125= $6638,125
D:
Principal= $900 r= 12.25% time=120 days
I=900*0,1225*(120/360)= $36,75
Maturity Value= 900+ 36,75= $936,75
Answer:
You hold two bonds. One is a 10-year, zero coupon, issue and the other is a 10-year bond that pays a 6% yearly coupon. A similar market rate, 6%, applies to the two securities. In the event that the market rate increases from the present level, the zero coupon security will encounter the bigger rate decay. In this manner, the shorter the opportunity to development, the more prominent the adjustment in the estimation of a security because of a given change in financing costs.
Answer:
37%
Explanation:
The computation of the weighted average contribution margin ratio is shown below:
= Contribution margin ratio × weightage
= 30 × 65% + 50 × 35%
= 37%
We simply multiplied the contribution margin ratio with the weightage so that the weighted-average contribution margin ratio could come and the same to be considered