Answer:
the Expected rate of return will be 8.2%
the variance will be 0.001296
Explanation:
We will calculate the Expected Rate of Return which is the sum of the wieghted return based on their probabilities:
return of 0.15 probability 20% = 0.03
return of 0.07 probability 70% = 0.049
return of 0.03 probability 10% = 0.003
expected return = 0.082 = 8.2%
Now to calculate the variance we do:
∑(rk-ERR)^2 x pk
The sum of the difference between the expected rate and the escenario rate, power two, and multiply by their posibility
the variance will be: 0.001296
In order to be considered as a legal owner of a public company, a person or an organization must hold or own at least one stock of such public company.
<h3>What is the significance of a legal owner?</h3>
A legal owner can be referred to or considered as a person who is the owner of a property, whether movable or immovable, in the eyes of the laws. A legal owner is better than any other owner for having the right to own, possess, and sell such property.
In case of a public company, a legal owner will be someone who owns the stock of such company, irrespective of the quantity of stocks held by such owner.
Therefore, the significance regarding a legal owner has been aforementioned.
Learn more about a legal owner here:
brainly.com/question/27962043
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Okay well I got you.
The first answer is: When unemployment is low, businesses have to compete more for workers, forcing wages up. Higher wages increases labor costs.
The second answer is: As inflation accelerates, workers may supply labor in the short term because of higher wages- leading to a decline in the unemployment rate.
The third answer is: I don't know this one sorry :(
The fourth answer is: I don't know this one either.
Sorry i wasn't much help...:(
Answer:
Topic Building
Explanation:
Sam is at this point trying to build his topic for the speech.
It is based on this topic a speech write up will be made.
~Hello There!~
They would receive a 2 point moving violation.
Hope This Helps You!
Good Luck :)
Have A Great Day ^_^
- Hannah ❤
