Answer:
The answer is Benfit both kalene and jarek
Explanation:
It can help them both out in ways.
-Justin:)
Full Question:
Edwin is the HR manager at a customer care unit with approximately 1,000 employees. He wants to statistically analyze the service data to make the recruitment process more effective by identifying desirable and undesirable qualities of employees. Edwin observes a high positive correlation between the employees' ability to adapt and the turnaround time. However, he decides to avoid using this criterion when recruiting employees. Which of the following, if true, would MOST strengthen this decision to avoid the criterion
A) The statistical significance of the correlation was found to be sixty percent.
B) Another trait, honesty, had a higher correlation coefficient than employees' ability to adapt.
C) The sample size used by Edwin was significantly larger than what was required.
D) Multiple regressions were observed among the variables used for the analysis.
Answer:
The correct answer here is A)
Explanation:
The key to decision making using statistical research is <em>Statistical Significance. </em>This means that a statistically significant observation is probably true. In this case, the statistical significance of his findings is 60%.
Cheers!
What is my income. then subtract
what are my ordinary monthly expenses.
what is my weekly allowance.
what are my incidentals
what are my insurance and taxes going to be.
are these included in the mortgage.
allow 10% for tithing
clothing costs
medical copays.
do you get paid for sick days.
Answer: $1,986.14
Explanation: in order to calculate this, we will use the discounting formula and calculate the present value (PV) of the money.
PV = C/(1 + r)^n
Where:
PV = Present Value = ?
C = value of money in the future = $8,600
r = interest rate = 9% or 0.09
n = number of years = 17
PV = 8,600/(1 + 0.09)^17
PV = 8,600/(1.09)^17
PV = 8,600/4.33
PV = 1,986.14
Therefore the present value is $1,986.14
Answer:
y = 11 x
Explanation:
The relationship between two variables x,y is said to be a proportional relationship if the ratio between the values of the two variables is constant:
(3)
where k is the a constant value valid for all pairs (x,y).
In this problem, we are told that Charmaine earns $11 per hour. Here we call:
y = amount of money earned
x = time
We can see that the relationsip between x and y is proportional. In fact:
- after 1 hour, Charmaine has earned $11 (1)
- after 2 hours, Charmaine has earned $22 (2)
.. and so on
For (1), we find
so k = 11
For (2), we find
so k = 11
So, k = 11 for every pair (x,y), so the two variables have proportional relationship.
Moreover, we can write an equation that relates the two variables re-arranging eq.(3).
