Your boss has determined that on Wednesday, 5 random employees on the line to have a chance to obtain a $25 bonus if they produce more XT34's than 84% of all other employees on the line. Therefore, randomly choose five workers from the sample and determine if they will get a bonus. hint u will need to use a z-score.
employee#/ number produced
1-51
2-174
3-123
4-186
5-122
6-150
7-170
8-96
9-190
10-52
11-155
12-165
13-182
14-101
15-94
16-93
17-119
18-183
19-126
20-133
21-112
22-143
23-117
24-96
25-135
26-57
27-118
28-190
29-182
30-156
31-94
32-124
33-131
34-105
35-157
36-146
37-127
38-112
39-65
40-118
Please tell the following of the employees you randomly picked
Employee ID, the z-score and if each of the five will recieve a bonus
Solution Preview
To determine whether the five employees you choose will receive the bonus, you will need to compute a z score. For this, you will need to calculate the mean (average) number produced of the five employees ...
Solution Summary
The expert calculates the z scores of employees. The samples of five workers are determined.
... After surveying employees, the staff calculated that a 95% confidence interval for the mean amount of money spent for lunch over a period of six months is ($780 ...
... $1,500) = = 0.46 480 From the normal distribution table, a Z score, of 0.46, has a probability of 0.1772. Therefore the portion, of employees costing > $1,500 ...
... 1. To find the confidence interval for the true mean of the "price in $000" of all the employees in the bank, should the z-score or t-score be used?if so why? ...
... A recent report in BusinessWeek indicated that 34 percent of all employees steal from their company each year. (Round z-score computation to 2 decimal places ...
... So for example, if X = employee expenditures follows a normal distribution with a mean value ... then for the particular value of X, x_P = $5, the z-score would be ...
... and the subject of some recent lawsuits, some human resource departments administer standard IQ tests to all employees. ... Thus from Z score of K we have,. ...
... For a simple random sample of n=36 employees and x=the number of overtime hours worked last year, determine the z-score corresponding to each of the following ...
... Let B be the event that a randomly selected employee is a blue-collar/services employee. ... The corresponding z-score is given from the z-table as. ...
... only a good defense if there really is a "pretty good chance" that you could choose a sample of 40 employees with so ... A z-score is calculated using the formula. ...
