Answer:
He will get nothing from the Accidental Policy.
Explanation:
- Raymond owns an Accidental policy but he Dies from Coronary artery disease. according to insurance companies policy, he will get nothing when he is dead by any means other than by accident.
- Insurance companies have their own regulations and policy.
- The insurance company is liable to pay for the incident for which the insurance is taken.
Answer:
A. 0.684
Explanation:
A seasonal index refers to an index that is used to compare the value for a particular period with the average value of all periods.
The purpose of using a seasonal index is to show the relationship between the two values, and the degree to which the two values are different.
The seasonal index can be calculated as the latest value for a period divided by the average of all periods. Therefore, we have:
Seasonal index for July = Latest value for July / Average demand over all months = 130 / 190 = 0.684.
Therefore, he approximate seasonal index for July is 0.684.
Answer:
- $ 80,000
Explanation:
The existing Power's profit margin is $0 ($41,700 - $41,700 + $0).
<u>Dropping Windsor division has the following effect :</u>
Increase in cost - opportunity cost of $ 80,000
<em>The opportunity is due to lost contribution </em>
Fixed costs are unavoidable thus, they are irrelevant when doing this calculation.
thus,
Power's profit margin will be - $ 80,000 if the Windsor division was dropped.
Answer:
$110,000
Explanation:
The closing balance in the finished goods inventory account is a function of the opening balance and the net movement that occurred during the year.
As such, the closing balance
= opening balance + purchases/production - sales
Given;
opening balance = $185,000
purchases/production = $550,000
sales = $625,000
Therefore,
closing balance in the finished goods = $185,000 + $550,000 - $625,000
= $110,000
$900,000
Depreciation for the year $600,000
Employee bonuses $1,200,000
Total expenses for the year 1,800,000
Expenses to be reported in interim income statement 1,800,000=$900,000