Employers in the construction sector would benefit most from the validation of personnel selection information to aid in reducing employee theft.
<h3>
What is validation?</h3>
- The data support the hypothesis that reducing theft would result from the hiring of qualified workers without criminal records.
- Effectiveness is measured by validity.
- Therefore, if tests properly and accurately measure what they are intended to assess AND if tests are demonstrated to yield consistent findings over time, validation and dependability in hiring tools are present.
- Accepting someone else's views, feelings, and emotions are known as validation.
- The act of rejecting, criticizing, or ignoring someone else's opinions, sentiments, emotions, or behaviors is known as invalidation.
Therefore, validation of employee selection information would employers in the construction industry receive the greatest benefit in helping reduce employee theft.
Know more about validation here:
brainly.com/question/13262566
#SPJ4
A student with a high academic score
Answer:
Share price : $ 56.23
Explanation:
CAPM
risk free = 0.05
market rate = 0.11
premium market = (market rate - risk free) 0.06
beta(non diversifiable risk) = 1.64
Ke 0.14840
Now, we solve for the present value of the future dividends:
year dividend* present value**
1 2.91 2.53
2 3.31 2.51
3 3.78 2.49
4 4.31 2.48
4 80.38 46.22
TOTAL 56.23
*Dividends will be calculate as the previous year dividends tiems the grow rate
during the first four year is 14%
then, we calcualte the present value of all the future dividends growing at 9% using the dividend grow model:

(4.31 x 1.09) / (0.1484 - 0.09) = 80.38
Then we discount eahc using the present value of a lump sum:
We discount using the CAPM COst of Capital of 14.84%
last we add them all to get the share price: $ 56.23
First solve the inner parenthesis.
[7 * (5)] - 20
Solve what is in the parenthesis.
35 - 20= 15
Hope this helps!
Answer:
A. $115,291.30
B. $421,536.55
C. $1,471,502.67
Explanation:
The expression that describes the final amount of a $15,000 investment compounded annually for 35 years is:

A. 6% per year
i = 0.06

B. 10% per year
i = 0.10

C. 14% per year
i = 0.14
