Answer:
A. Values
Explanation:
Although, the above explanations entails or encompasses what values are, manners and customs of people in a country; however, values is what summarizes the whole passage.
Values are what a given society holds in high esteem. They are basic and fundamental beliefs that controls actions in a given society. Values may be right or wrong according to the philosophies of those who believes in such, it is however very important because it helps a society determines what is important I.e something that is good, worthwhile and very much desirable.
Answer:
The correct answer is indirect bankruptcy costs.
Explanation:
Indirect costs are considered to be damage to the image and reputation of the company, lost investment opportunities, credit restrictions, conflicts with suppliers, loss of sales, conflicts with workers. Indirect costs are usually much higher than direct costs.
Answer:
The answer is $13,558
Explanation:
βP = 1.0 = 1.48A+ [.72 × (1-A)]
A = .368421
Investment in Stock A = $36,800 × .368421 = $13,558
Answer:
The answer is "increase; LRAS curve to the right".
Explanation:
The curve LRAS represents the flow between all the level of wages and economic GDP supplied because all prices are fully flexible, also with nominal salaries; its cost may change all along LRAS, however, the output cannot, as it represents the complete output of workers, that's why the several economists say that lower marginal rate consistently increases the motivation to work, shifting the LRAS curve to the left.
Answer:
$3,000
Explanation:
Warranty expense is an obligation on the business because business is liable to accept the claims of warranty. A estimated percentage of warranty expense is charges as an expense in each period.
Total Sales = $500 x 6,000 units = $3,000,000
Warranty Expense for the year = Sales units x 3% x warranty cost per unit
Warranty Expense for the year = 6,000 x 3% x $50 = $9,000
Recognised warranty cost in the year = 120 units x $50 = $6,000
Accrued Warranty expense = $9,000 - $6,000 = $3,000