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A company is checking in the second part of the year the behaviour of the sample proportion p of defective items. The operator takes not

A company is checking in the second part of the year the behaviour of the sample proportion p of defective items. The operator takes not of the items requiring rework and the total weekly production over 30 weeks (from week 23 to 52).
Week
Subgroup no.
Requiring rework
Total production
Proportion (p)
23
1
44
3571
0.01232148
24
2
59
3623
0.01628485
25
3
33
3554
0.00928531
26
4
40
3753
0.01065814
27
5
21
2562
0.00819672
28
6
36
3492
0.01030928
29
7
16
3280
0.00487805
30
8
32
3881
0.0082453
31
9
13
3866
0.00336265
32
10
12
3949
0.00303874
33
11
48
3674
0.01306478
34
12
65
3586
0.01812605
35
13
65
3140
0.02070064
36
14
70
3673
0.01905799
37
15
48
3619
0.01326333
38
16
33
3455
0.00955137
39
17
33
3696
0.00892857
40
18
64
3811
0.01679349
41
19
38
3835
0.00990874
42
20
28
3818
0.00733368
43
21
82
3938
0.02082275
44
22
80
3843
0.02081707
45
23
29
4134
0.007015
46
24
46
3663
0.01255801
47
25
33
3391
0.00973164
48
26
1x
4x52
to be calculated
49
27
2y
3y46
to be calculated
50
28
1z
41z8
to be calculated
51
29
1t
39t6
to be calculated
52
30
1x
38y4
to be calculated
Note: please substitute the letters "x","y","z" and "t" with:
-"x"--> the second number of your student ID
-"y"--> the third number of your student ID
-"z"--> the fourth number of your student ID
-"t"--> the fifth number of your student ID
So, should your student ID be: 14680841:
- x -->4
- y -->6
- z -->8
- t -->0
You are requested to:
Fill out the table with the remaining values of sample proportion based on your specific student ID;
Choose the correct SPC chart to represent the problem;
Calculate UCL and LCL for the relevant chart/s;
Comment on the overall process and on specific samples.

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