In an insurance policy, the deductible is the amount paid out of pocket by the policy holder before an insurance provider will pay any expenses.
The lower a plan's deductible, the higher the premium. You'll pay more each month, but your plan will start sharing the costs sooner because you'll reach your deductible faster.
Answer:
A gain has a Credit balance and is shown on the Income Statement. C. A loss has a Debit balance and is shown on the Income Statement.
Explanation:
As we know that the revenues and gains contains the normal credit balance while on the other hand the expenses and losses contains the normal debit balance and both are reported on the income statement
The gain would be reported on the credit side of the income statement and the loss would be reported on the debit side of the income statement
So the same is relevant too
Answer:
Option A, B, E are false.
Explanation:
- Medicare and social security are refered to as the social insurance programs.
- While medicare provides health care to the elderly and some disabled youngsters, the social security program aims at giving security against any loss in the income of individuals due to any unexpected situations.
- Both of these programs only represents about one third of the total government spending.
Answer:
Stenson, Inc.
The payback period for each project is:
Project A = 3 years
Project B = 4 years
Explanation:
a) Data and Calculations:
Year Cash Flow A Cash Flow B
0 –$ 64,000 –$ 109,000
1 26,500 28,500
2 34,400 33,500
3 28,500 25,500
4 14,500 231,000
Total inflow $103,900 $318,500
b) The payback period is the time when the cash outflow is recouped. For project A, the payback period occurs in year 3. For project B, the payback period occurs in year 4. Based on the company's cutoff of three years, Project B may not be accepted even with its large cash inflow in year 4. Therefore, the best decision will be to discount the cash inflows with a suitable rate of interest. This will help Stenson, Inc. to decide between accepting Project A or Project B.
Answer:
In equilibrium the maximum price set for a broken laptop to be sold is $600
Explanation:
According to the given data we have the following:
It is given that 40% laptops are in good condition. This implies that 60% are in bad condition.
In ordert to calculate the maximum price set for a broken laptop to be sold we would have to calculate the expected price that the buyers will be willing to pay for a laptop as follows:
Expected price=0.60($2000)+0.40($600)
Expected price=$1,200+$240
Expected price=$1,440
As the owners of good laptops are willing to sell their laptops for $1,800, whis is more that $1,440, they will not sell their products.
This implies that only bad laptops are sold in the market. The willingless to pay for the bad laptops is $600
Therefore, In equilibrium the maximum price set for a broken laptop to be sold is $600