Answer:
The correct answer is letter "D": Recommendations.
Explanation:
Evidence-based public health (EBPH) practice is the application, and assessment of effective public health programs and policies by applying scientific reasoning principles. It includes several recommendations on basic practices that should be followed to avoid future medical conditions.
Answer:
<em>Interest earned </em> = $420
Explanation:
T<em>he total worth of the investment after the the investment period compounded at certain rate is called the Future Value.</em>
Future Value= Principal + compounded interest i.e
FV = P × (1+r)^n
r- rate, FV- future value , n- period
FV = ? , P -1,500, r- 4%, n-7 years
FV = 1,500 ×1.04^(7)
FV = 1973.897669
<em>Interest earned (compound intrest) = FV - Principal amount</em>
= 1973.897669 - 1,500
= $473.89
Without interest earning interest.
The amount of interest earned will be computed on the principal only
Interest earned = $1,500× 4%× 7
= $420
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%.
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