Answer:
The Actuarially Fair Premium that Tom have to pay for hid Health Insurance is $4,160
Explanation:
To compute the amount that Tom have to pay for Health Insurance is;
Actuarially Fair Premium = (Probability of actuality ill × Payments incurred) + (Probability of not actuality ill × Payments incurred)
Actuarially Fair Premium = (20% x $20,000) + (80% x $200)
Actuarially Fair Premium = $4,000 + $160
Actuarially Fair Premium = $4,160
Answer:
The correct answer is $9187.5.
Explanation:
According to the scenario, the given data are as follows:
Asset cost = $140,000
Residual value = $42,000
Life period = 8 years
So, Annual depreciation can be calculated by using following method:
Annual depreciation = ( Asset cost - Residual value) ÷ Life period
= ($140,000 - $42,000) ÷ 8
= $12,250
As depreciation is to be recorded till Dec.31
So, total time period = Apr - Dec = 9 months
So, Depreciation expense till Dec.31 = $12,250 × (9 ÷ 12)
= $9,187.5
Hence, Depreciation expense till Dec.31 is $9,187.5.
Answer: Opportunity cost of returning to college next year is $1,000,000.
Explanation: Opportunity cost is the cost of the next best alternative sacrificed or foregone. When the athlete chooses to join college he is sacrificing his income that could be earned from playing the game. The player has the option of playing for the minor league baseball team for $1,000,000 or for European professional football team for $500,000. The person thus has a choice between playing for the minor league baseball team (since it is the highest paying) or going to college. Thus the opportunity cost of going to college will be $1,000,000.
Answer:
B) $114,000
Explanation:
To calculate the operating cash flows using the top down approach we can use the following equation:
operating cash flow = increase in total sales - increase in total expenses - increase in taxes paid
operating cash flow = $975,000 - $848,000 - ($154,000 - $141,000) = $975,000 - $848,000 - $13,000 = $114,000
I didn't include depreciation since it is normally included to calculate the increase in taxes but taxes were already given.
