Answer:
c. Christopher will have a dual basis for income tax purposes.
Explanation:
Due to the fact that the basis of Jane in the specific property was higher than the FMV of the property on the specific date that she gave out the property, therefore, the double basis principle will apply to Christopher. In addition, Christoper will not collect any additional basis for the tax paid on the gift. The correct answer is option c.
Answer: a. expropriation
Explanation:
Expropriation happens when privately owned property are forcefully taken by government for it to be used by the general public. It is an act of depriving people of their right to property, although expropriation is to the advantage of the general public. In most countries especially in the US expropriation occurs when there is a need to embark on certain infrastructural project such as airports, railroads, etc.
Answer:
You're serving on a marketing team for an online client, and you've been asked to create a list of key performance indicators (KPIs) to help improve the effectiveness of a current online ad campaign. What are two guiding principles that will help you create these KPIs?
There must be an alignment between the objectives and the mission of such organization marketing team
Also such key performance must revolve round the budget planning of the team
Explanation:
Answer:
40 students
Explanation:
The cost of the bus is $480
For x students, the cost of each ticket will be 35 - 0.30x
The total cost of the tickets for x students will be x(35 - 0.30x)
To find the number of students that will make the cost per student equal to $33, we solve for x:
<u>480+ x(35 - 0.30x)</u> =35
x
480+ x(35 - 0.30x<u>)</u> = 35x
480 + 35x - 0.30x² = 35x
480 = 0.30x²
1,600 = x²
40 = x
The cost per student will be $35 if the number of students is 40; it will be less than $35 if the number of students is greater than 40.
Answer:
maintenance phase
Explanation:
Maintenance phase -
It refers to the phase of making the changes in the software , hardware and documentation to improve the operations effectively , is referred to as the maintenance phase .
The phase is important , as it enhances the efficiency and corrects the problem .
The company or the organisation tries to invest the maximum amount in the maintenance phase .
Hence , from the given statement of the question,
The correct option is maintenance phase .