6.
|
Sample
|
1
|
2
|
3
|
4
|
mean
|
range
|
|
1
|
1010
|
991
|
985
|
986
|
993.00
|
25
|
|
2
|
995
|
996
|
1009
|
994
|
998.50
|
15
|
|
3
|
990
|
1003
|
1015
|
1008
|
1004.00
|
25
|
|
4
|
1015
|
1020
|
1009
|
998
|
1010.50
|
22
|
|
5
|
1013
|
1019
|
1005
|
993
|
1007.50
|
26
|
|
6
|
994
|
1001
|
994
|
1005
|
998.50
|
11
|
|
7
|
989
|
992
|
982
|
1020
|
995.75
|
38
|
|
8
|
1001
|
986
|
996
|
996
|
994.75
|
15
|
|
9
|
1006
|
989
|
1005
|
1007
|
1001.75
|
18
|
|
10
|
992
|
1007
|
1006
|
979
|
996.00
|
28
|
|
11
|
996
|
1006
|
997
|
989
|
997.00
|
17
|
|
12
|
1019
|
996
|
991
|
1011
|
1004.25
|
28
|
|
13
|
981
|
991
|
989
|
1003
|
991.00
|
22
|
|
14
|
999
|
993
|
988
|
984
|
991.00
|
15
|
|
15
|
1013
|
1002
|
1005
|
992
|
1003.00
|
21
|
Control limits
for X-bar chart:
UCL, LCL =
, = 999.1 + .73(21.733) = 1014.965, 983.235
Control limits
for R chart:
UCL =
= 2.28(21.7333) =
49.551
LCL =
= 0(21.7333) = 0.00


The process is
in statistical control.
8.
a.
= .06
UCL =
+ 2
= .06 + 2(.0075) = .075
LCL =
- 2
= .06 - 2(.0075) = .045

b.
The chart indicates that the
process is out of control. The
administrator should investigate the quality of the patient meals.
13.
a.
= .333
b. No,
the machine is not capable of producing the part at the desired quality
level.
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