Answer:
A: $1,475,000
Explanation:
The computation of the overhead applied is shown below:
But before that first determine the predetermined overhead rate which is
= Estimated annual overhead cost ÷ Estimated machine hours
= $1,500,000 ÷ 300,000
= $5
Now the applied overhead is
= Predetermined overhead rate × Actual machine hours
= $5 × 295,000
= $1,475,000
Answer:
No Consistir en el valor total de la producción corriente de bienes y servicios finales dentro del territorio nacional durante un período de tiempo que, generalmente, es un año .
Explanation:
Si no te sirve me dice
Answer:
C. The Withdraw Style
Explanation:
The Withdraw or Avoid style is a style that completely evades a conflict. This style is mostly used or appropriate in the following conditions:
- when the conflict is judged to be trivial, as in the question, Xena sees the issue as a trivial
- it doesn't require much time to think,
- the person invloved does not see the chance of winning the arguments in the conflict or
- there is a fear of being met with resentment.
In the withdraw style, the conflict can be postponed indefinely or completely avoided anytime it comes up, In this style, the person involved oes not also see the need to pursue or enforce any beliefs but just allows the issue to go as it is.
Other styles include: Accomodating, Collaborating and Competing.
Answer:
15.83%
Explanation:
Calculation to determine is the standard deviation of the returns on Kurt’s Adventures, Inc. stock
First step is to determine l E(r)
E(r) = (.30 *.30) + (.55 *.12) + (.15 *-.20)
E(r)= .09 + .066 -.03
E(r)= .126
Second step is to determine Var
Var = .30 *(.30 -.126)^2 + .55 *(.12 -.126)^2 + .15 *(-.20 -.126)
Var=0090828 +.0000198 + .0159414
Var= .025044
Now let determine the Std dev
Std dev = √.025044 = .15825
Std dev= 15.83 percent
Therefore the standard deviation of the returns on Kurt’s Adventures, Inc. stock.is 15.83 percent
The importance of planning ahead of disaster like internal threats is that being prepared is always a good sign. If you don’t plan ahead of time serious problems can occur and people could be put in danger.
