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: 1. W: Is it worth doing?,2. R: Is it real, 3. R: Is it real, 4. W: Can we win?,5.W: Can we win?-
Explanation:The R-W-W Framework is used to screen new products. R-W-W stands for:
Is it Real?
Can we Win?
Is it Worth doing? By matching each description to nthe correct R-W-W category, i have that
1) The new product would cost $12.50 to manufacture, and similar products sell for $9.00----- W: Is it worth doing?
2)Research shows that 85% of high school students enjoyed playing the new game.-----R: Is it real
3)The results of the last market survey showed only 35% of consumers were interested in the new product-----.
R: Is it real?
4)A smaller ergonomic mouse was used by 57% of data entry clerks who participated in the survey.
----W: Can we win?-
5)To manufacture the new product, the company may need to hire 10 more assemblers.-----W: Can we win?
Working hard at a job that pays well, not mine obviously.
Incomplete question. However, it would be inferred you want to know the requirements to calculate net income.
<u><em>Explanation</em></u>:
Remember, net income is total revenue minus total cost. Since Apple anticipates selling 100,000 units, if we assume the fixed cost to be $2,400 and the variable cost $34, and selling price unit is $150.
- Total cost= 2400+ (34*100,000)= 3,400,000
- Total Revenue= 150*100,000= $15,000,000
- Net income= 15,000,000-3,400,000= $11,600,000
The Net income is therefore $11,600,000.
Answer:
Memorial Hospital
From the information on how much the hospital is losing on deliveries, the change in profit for each extra delivery is:
= 16.3%.
Explanation:
a) Data and Calculations:
Average cost of deliveries = $5,000
Average revenue per delivery = $4,300 ($5,000 - $700)
Loss on each delivery = $700
The change in profit for each extra delivery is
= 16.3% ($700/$4,300 * 100)
b) The implication of the above information is that the hospital is losing 16.3% each time it performs a delivery because it cost it $5,000 while it can only receive $4,300 from each patient delivered.