Use the 5-step solution for each of the following problems.

Example:

1. Ho: = = =

;

Ha: Not all the are equal or at least one pair of means is significantly different.

2. = 0.01, = 0.105792

3. Decision Rule: Reject Ho if p-value

4. Decision: Do not reject Ho

5. Conclusion: There is no significant difference in the average number of bottles of vinegar sold.

A. Test for the significant relationship between employees' satisfaction and employees' efficiency.

B. Test for the significant difference between the employees' under Supervisor 1 and employees under Supervisor 2 in terms of their job satisfaction and efficiency

Under Supervisor 1 Under Supervisor 2

employees	Satisfaction level	Efficiency output		employees	Satisfaction level	Efficiency output
1	3.17	12	1	3.77	36
2	3.40	22	2	3.00	15
3	4.20	31	3	3.47	22
4	3.90	21	4	4.17	41
5	3.37	22	5	4.23	29
6	4.00	39	6	3.57	20
7	3.77	37	7	4.20	35
8	3.53	25		8	4.03	18
9	4.37	36	9	4.33	38
10	4.00	17	10	3.63	9
11	3.23	19	11	3.53	23
12	4.43	36	12	4.97	42
	13	2.47	17
14	2.80	14

OUTPUT TABLE

Write the answer to each of the following required measures based on the data presented. Interpret the results and make conclusions.

A.1 EMPLOYEES UNDER SUPERVISOR 1 : Job satisfaction Level and Efficiency Out put

Correlation value r=

Interpretation of the correlation value:

Significant Relationship Test t-value test:

Critical value:

Decision:

Conclusion:

A.2 UNDER SUPERVISOR 2:Job Satisfaction Level and Efficiency Output

Correlation value r=

Interpretation of the correlation value

Significant relationship Test t-value test:

Critical Value:

Decision:

Conclusion: