Answer:
The correct answer is letter "C": job hopping.
Explanation:
Job hopping refers to the act by which employees change from jobs frequently to avoid the boredom of working in the same place during long periods. Typically, this practice is repeated every one or two years and could be exercised when better job opportunities arise in the way.
Answer:
$80 lost for not working
Explanation:
Opportunity cost refers to the sacrificed benefits as a result of preferring on a particular option over another. As people make choices, the forfeit one option in favor of another. Opportunity cost is the missed value of the next best alternative.
For John, he has a choice between working or going to the concert. He has two tickets worth $50. Working would mean her twice her regular income, which is $20 per hour. If he works for four hours, his total earning will be $80. If John chooses to go to the concert, he will miss the opportunity to earn $80. The opportunity cost will be the missed $80 that he would have received from working.
The amount of $130,000 in Expenses will be the least likely to be budgeted for while building a budgetary slack.
<h3>What is a budgetary slack?</h3>
This is a special consideration in a budget that seeks to increase the chances of the actual performance being better than the budget.
Joan will likely budget for $110,000 of expenses, $210,000 of revenue and $80,000 of income.
Therefore, the amount of $130,000 in Expenses will be the least likely to be budgeted for
Read more about budgetary slack
<em>brainly.com/question/15327518</em>
Answer:
The correct answer is "Evasion plan of action"
Explanation:
The evasion plan of action (Epa) is used to predict the chances of succesful situations, actions and movements of the opposition. If you know it, you could generate an advantage.
Answer:
The best transfer price to avoid transfer price problems is $2,310
Explanation:
Transfer Price = Variable cost + Fixed Fee
Variable Cost = Direct Material + Direct labor + Variable Overhead
= 600 + 1,200 + 300
= 2,100
Transfer Price = Variable cost + Fixed Fee
= 2,100 + 210
= $2,310
Therefore, The best transfer price to avoid transfer price problems is $2,310
