I’m happy to answer this question if you can give me more detail.
Group of answer choices.
A. Is not warm enough to the applicants.
B. Is perceived as less credible because she is an HR specialist.
C. Does not give applicants enough information, leaving them with more questions than answers.
D. Comes off as being too professional for someone in the HR field.
E. Is not approaching the candidate with enough skepticism.
Answer:
B. Is perceived as less credible because she is an HR specialist.
Explanation:
Human resources (HR) can be defined as an art of managing, controlling and improving the number of people (employees or workers), functions, activities which are being used effectively and efficiently by an organization.
Hence, human resources managers are saddled with the responsibility of managing and improving the welfare and working conditions of the employees working in an organization.
In this scenario, Maria is well respected among her peers for her professional standards and understanding of the HR field. She noticed that when she recruits engineers for her company, they sometimes seem unresponsive to her. Thus, the most likely reason for this is because Maria is perceived as less credible because she is an HR specialist and as such is considered not to have a deep understanding of the field of engineering to recruit a qualified and experienced candidate.
Answer:
a. Increase the direct costs of the state's debt.
Explanation:
When a bond's rating is downgraded is a signal to the investors that investing in the bond now is riskier than it was prior to the rating downgrade, hence, a perceived higher risk using the risk/return relationship means that the bond issue would have to offer a higher return to entice the investors to invest in the bonds.
As a result, the higher required rate of return translates into a higher direct cost of the state's debt since their interest rate offered has increased
The standard repayment plan is the basic plan for repaying student loans. You're automatically placed in this plan when you start repayment, unless you select a different option.
<span>$1500 was invested at 11%
$2500 was invested at 8%
Assuming simple interest for each investment, we have the following expressions
0.11x = interest on 11% investment. (x = amount invested at 11%)
0.08(4000-x) = interest on 8% investment
Adding the 2 expressions together and setting the sum to 365 gives
0.11x + 0.08(4000-x) = 365
Now solve for x by first distributing the 0.08
0.11x + 320 - 0.08x = 365
Subtract 320 from both sides and combine x's
0.03x = 45
Divide both sides by 0.03
x = 1500
So $1500 was invested at 11% and (4000-1500) = 2500 was invested at 8%</span>
