Answer:
Decrease, $2,000
Explanation:
The premium on bonds payable will <u>decrease </u>total interest expense recognized over the life of the bond by <u>$2,000</u>. The difference between the face value & the issue value $2,000 ($62,000 - $60,000) should be amortize over a period of time and of which is reduced from interest expense.
Answer:
15.20%
Explanation:
The computation of the M1 increase is shown below:
= (M1 End of the year 2011 - M1 end of the year 2010) ÷ M1 End of the year 2010
= ($2,311 billion - $2,006 billion) ÷ ($2,006 billion)
= 15.20%
Proper decorum and good business etiquettes are essential components of business ethics and social responsibility because they:
- Create a professional atmosphere
- Improve communication
- Make a workplace productive
- Enhance workers' respect and dignity
- Improve customer and suppliers relationships.
<h3>What are business ethics and social responsibility?</h3>
Business ethics deal with the appropriate business policies and practices that ensure the observance of ethical principles. They ensure that moral or ethical problems do not arise in a business environment.
Social responsibility refers to the cooperation that should exist among individuals and organizations for the benefit of the community.
Thus, Proper decorum and good business etiquettes remain essential components of business ethics and social responsibility.
Learn more about business ethics and social responsibility at brainly.com/question/25704651
Answer:
Bal. June 30 Receipts Disbursements Bal. July 31
Balance per Bank 355,001 835,846 684,747 506,100
Deposit in Transit
June 30 86,899 -86,899
July 31 51,240 51,240
Outstanding Checks
June 30 42,690 -42,690
July 31 73,340 73,340
Unrecorded Receipts -150,000 -150,000
Unrecorded Disbursement -150,000 -150,000
Balance per Books 399,210 650,187 565,397 484,000
Answer:
The algebraic formulation of the constraint is 4X+2Y ≤ 100
Explanation:
The algebraic formulation of the constraint is shown below:
Given that
The number of hours taken per unit of x is 4 hours
And the number of hours taken per unit of x is 2 hours
And, the maximum hours available is 100
Now based on the above information
The algebraic formulation of the constraint is
= 4X+2Y ≤ 100
hence, the same is to be considered
