b) The data in Table 4(b) shows the number of nonconforming ties in a sample of size 500, following 100% inspection, over 20 days; Number of Day Nonconformities 13 10 25 4. 12 12 6. 7 11 8 13 11 10 16 11 13 12 10 13 14 14 15 15 10 16 17 17 18 12 19 12 20 13 Table 4(b) Page 6 of 8 i. Calculate the UCL and LCL for this data i. Plot a fraction non-conforming control chart for the data. iii. If there are any points that plot outside of the control limits, assume assignable causes can be found and recalculate the limits.

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b) The data in Table 4(b) shows the number of nonconforming ties in a sample of
size 500, following 100% inspection, over 20 days;
Number of
Day
Nonconformities
1
13
10
25
4
12
12
6.
9
7
11
8.
13
9.
11
10
16
11
13
12
10
13
14
14
15
15
10
16
17
17
18
12
19
12
20
13
Table 4(b)
Page 6 of 8
i.
Calculate the UCL and LCL for this data
ii. Plot a fraction non-conforming control chart for the data.
If there are any points that plot outside of the control limits, assume
assignable causes can be found and recalculate the limits.
ii.
Transcribed Image Text:b) The data in Table 4(b) shows the number of nonconforming ties in a sample of size 500, following 100% inspection, over 20 days; Number of Day Nonconformities 1 13 10 25 4 12 12 6. 9 7 11 8. 13 9. 11 10 16 11 13 12 10 13 14 14 15 15 10 16 17 17 18 12 19 12 20 13 Table 4(b) Page 6 of 8 i. Calculate the UCL and LCL for this data ii. Plot a fraction non-conforming control chart for the data. If there are any points that plot outside of the control limits, assume assignable causes can be found and recalculate the limits. ii.
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