Answer:
True
Explanation:
The liability that has an obligation to pay the debt within 12 month is known as the current liabilities but the obligation to pay the debt above 12 months is known as long term liability
So if the portion of its due in the current year so the same is considered as current liability and rest would be recorded as a long term liability
Hence, the given statement is true
Answer:
Recovery point objective (RPO)
Explanation:
RPO is described as the age of files that is necessary and compulsory to be recovered from backup storage for the normal operations of a company to resume in cases that a computer, system, or network goes down due to hardware, program, or communications failure.
It describes a period of time that an firm’s operations must be restored after a disruptive event, like a cyber attack, natural disaster or communications failure.
The RPO is often conveyed backward in time into the past from the event in which the failure occurs, and it can be specified within seconds, minutes, hours, or days. It an essential and crucial consideration in disaster recovery planning (DRP).
The RPO measures the time between the last data backup and the occurrence of a problem.
Answer:
increases as the price falls
Explanation:
A. increases as the price rises
B .at $8.00 a DVD is 8 DVDs a month
C. at $6 a DVD is less than the quantity demanded at $8.00 a DVD
D. increases as the price falls
E .at $6.00 a DVD is 4 DVDs a month
According to the law of demand, the higher the price, the lower the quantity demanded and the lower the price, the higher the quantity demanded.
As price decreases, quantity demanded increases
Answer:
b. 8.92%
Explanation:
Calculation for the portfolio expected return
Using this formula
Portfolio expected return = (Stock A allocated fund x Stock A expected return) + (Stock B allocated fund x Stock B expected return)
Let plug in the formula
Portfolio expected return= (54%*8%) + (46%*10%)
Portfolio expected return=0.0432+0.046
Portfolio expected return=0.0892*100
Portfolio expected return =8.92%
Therefore the portfolio expected return will be 8.92%
