Answer:
The correct option is A,project planning.
Explanation:
In the project planning stage which centers on IT projects,the scope of the project refers to the different parts or milestones making up the project.The scope of the project is a function of the magnitude of the problem it meant to solve.
Cost/benefits analysis is also a key feature of such planning,as it is only worthwhile investing in project whose benefits outweigh its costs.
Lastly, envisaging likely constraints is also important in order that adequate mitigating plans can be put in place.
Answer:
C) 0.5 USD
Explanation:
Swap is an arrangement in which two parties exchange their interest rates for mutual benefit. One party may receive fixed rate and other will receive floating rate based on LIBOR. In the given scenario the swap agreement was originated when the LIBIOR was 3%. The fixed rate was set to be at 4% so the net gain at the time of inception was 1%. When LIBOR increased after six month the net gain declined to only 0.5%.
Answer:
A static budget is one that shows estimated revenues and costs at multiple activity levels.
True
Which of the following is not typically found in a decentralized organization?
Asset center
Explanation:
When there is a change in activity level, then:
- Total variable cost changes.
- Variable per unit remains constant.
<h3>What happens when activity level changes?</h3>
As a result of the change in activity level, the variable cost will change in total because it increases when there is an increase in number of units produced.
The unit variable cost will however remain the same as the company incurs the same variable cost per unit produced.
Find out more on variable cost per unit at brainly.com/question/26373444.
Answer:
The Journal entry is as follows:
Cash A/c Dr. $288,000
To Unearned basketball ticket revenue A/c $288,000
(To record the sale of the season tickets)
Workings:
Given that,
Total number of tickets sold = 4,800
Selling price of ticket = $60 each
Cash = season basketball tickets sold × Selling price of each ticket
= 4,800 tickets × $60 per ticket
= $288,000