Answer:
Cutting = $10.99 per machine hour
Finishing= $15.28 per direct labour hours.
Explanation:
The question requests the predetermined overhead rate for Cutting department and Finishing department
Step 1: What is the formula for the pre-determined overhead rate
For the Cutting Department
Predetermined Overhead rate= The total fixed manufacturing Overhead/ Total Machine Hours +Variable Manufacturing Overhead rate per machine hour.
= $390,000/$43,400) + $2
= $10.99 per machine hour
For the Finishing Department
Predetermined Overhead rate= The total fixed manufacturing Overhead/ Total Labour Hours +Variable Manufacturing Overhead rate per machine hour.
= $496,000/43,000) + $3.75
= $15.28 per direct labour hours.
Answer:
B) a decentralized structure.
Explanation:
In a decentralized organizational structure, many decision making responsibilities are delegated from upper management to middle and lower management. Most normal day-to-day decisions are made by entry level employees and lower management. The company's organizational structure is not rigid and most decisions can be made rather quickly.
Automatic bill payment,,Budget software.....hope that helps!(:
Answer:
Yes, agree, business transactions are economic transactions. Two reasons why:
- Profit motive: economic transactions have a profit motive: they are carried out and agreed upon between the two parties, because the parties feel that they will be better off after the transaction is completed. Business transactions are based on the profit motive.
- Things of value: goods and/or services, are exchanged between the parties. In business transactions, either a good (for example, an asset), or a service (for example, employees), is always exchanged.
Answer and Explanation:
The computation of the maturity of the bond is as follows;
When the bond sales at par that means the future value is equivalent to the present value. Also the par value is considered as a future value and we assume the par value be $1,000. Also the coupon rate and the market rate is the same i.e. 10%
Now
Present value = $1,000
Future value = $1,000
PMT = 10% of $1,000 = $100
RATE = 10%
The formula is shown below:
= NPER(RATE;PMT;-PV;FV;TYPE)
The present value comes in negative
After applying the above formula, the maturity would be
As it shows #VALUE so it is not able to find therefore the maturity would be equal to the par value i.e. $1,000
