Answer:
Make your questions objective and friendly.
Explanation:
An interview is an essential step in the process of selecting a candidate to fill a position in a company.
Through the interview, verbal and non-verbal data are collected that will help in the relationship between the profile of the interviewed candidate and the profile expected to fill the vacancy.
It is important that the interviewer uses some techniques to make the interview flow effectively, the first of which is to maintain a friendly posture, as it is common for candidates for an interview to feel intimidated or anxious due to the selection process.
It is also essential that the questions are objective and honest, so that there is a correct understanding and the candidate can answer correctly and effectively.
And the interview should be a step that does not cause intimidation and lack of ethics on both sides, it is ideal that the candidate feels motivated to ask relevant questions to answer their doubts, and that the interviewer conducts the interview schedule in an effective way.
Flesch Corporation produces and sells two products, in case if there is any shift in the sales from product Y45E to C90B, then the breakeven will also decrease, since the contribution margin for Product C90B is less than the Product Y45E.
Contribution Margin: Total Contribution ÷ Total Sales
Product C90B:
=(26100-9135) ÷ 26100
= 35%
Product Y45E:
= (33540-15093) ÷ 33540
= 45%
Since the contribution margin of Product C90B < Product Y45E, the breakeven will decrease.
Answer: "depth" .
____________________________________
Answer:
Taxable Income = $29,100
Explanation:
Itemized Deductions=$3000
Standard Deduction for head of household=$8500
Personal and dependency exemptions=2*3700=$7400
Taxable income=45000-7400-8500=$29,100
Answer: (2823, 3417)
Explanation:
The confidence interval for the population mean is given by :-
, where E is the margin of error.
Formula for Margin of error :-
Given : Significance level : 
Sample size = 20
Critical value : 
Margin of error : 
Now, the 95% confidence interval for the population mean will be :-
