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:
$115,000
Explanation:
Data provided as per the question is below:-
Beginning balance = $81,000
Direct material issued = $27,000
Direct labor incurred = $7,000
The computation balance Process Inventory is shown below:-
Balance in the Work-in-Process Inventory = Beginning balance + Direct material issued + Direct labor incurred
= $81,000 + $27,000 + $7,000
= $115,000
Answer:
The correct answers to fill the blank spaces are not be; small
Explanation:
If a currency's spot market is liquid, its exchange rate will not be highly sensitive to a single large purchase or sale of the currency. Therefore, the change in the equilibrium exchange rate will be relatively small.
Answer:
By producing a product with a lower opportunity cost
Explanation:
Given that the law of comparative advantage states that a nation is better off when it produces goods and services for which it has a comparative advantage.
To obtain a comparative advantage means "By producing a product with a lower opportunity cost."
This implies that while many nations can produce the same products, a particular nation will have the comparative advantage over other nations if its opportunity cost of producing that specific product is quite lower compared to other nations that ks capable of producing the same product.
Answer: $241,600
Explanation:
As this amount is a constant amount, it is an annuity. To find out the total amount after a certain period of time, use the future value of annuity formula.
Future value of annuity = Amount * [ {( 1 + rate) ^number of periods - 1} / rate]
Number of periods = 65 - 25 = 40
Future value of annuity = 2,000 * [ {(1 + 5%)⁴⁰ - 1} / 5%]
= 241,599.54
= $241,600
