The following table provides data for 20 samples each of size five. Sample x1 x2 x3 x4 x5 1 4.960 4.946 4.950 4.956 4.958 2 4.958 4.927 4.935 4.940 4.950 3 4.971 4.929 4.965 4.952 4.938 4 4.940 4.982 4.970 4.953 4.960 5 4.964 4.950 4.953 4.962 4.956 6 4.969 4.951 4.955 4.966 4.954 7 4.960 4.944 4.957 4.948 4.951 8 4.969 4.949 4.963 4.952 4.962 9 4.984 4.928 4.960 4.943 4.955 10 4.970 4.934 4.961 4.940 4.965 11 4.975 4.959 4.962 4.971 4.968 12 4.945 4.977 4.950 4.969 4.954 13 4.976 4.964 4.970 4.968 4.972 14 4.970 4.954 4.964 4.959 4.968 15 4.982 4.962 4.968 4.975 4.963 16 4.961 4.943 4.950 4.949 4.957 17 4.980 4.970 4.975 4.978 4.977 18 4.975 4.968 4.971 4.969 4.972 19 4.977 4.966 4.969 4.973 4.970 20 4.975 4.967 4.969 4.972 4.972 Identify out-of-control points. If necessary,...

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Statistics

  1. The following table provides data for 20 samples each of sizefive.

Sample

x1

x2

x3

x4

x5

1

4.960

4.946

4.950

4.956

4.958

2

4.958

4.927

4.935

4.940

4.950

3

4.971

4.929

4.965

4.952

4.938

4

4.940

4.982

4.970

4.953

4.960

5

4.964

4.950

4.953

4.962

4.956

6

4.969

4.951

4.955

4.966

4.954

7

4.960

4.944

4.957

4.948

4.951

8

4.969

4.949

4.963

4.952

4.962

9

4.984

4.928

4.960

4.943

4.955

10

4.970

4.934

4.961

4.940

4.965

11

4.975

4.959

4.962

4.971

4.968

12

4.945

4.977

4.950

4.969

4.954

13

4.976

4.964

4.970

4.968

4.972

14

4.970

4.954

4.964

4.959

4.968

15

4.982

4.962

4.968

4.975

4.963

16

4.961

4.943

4.950

4.949

4.957

17

4.980

4.970

4.975

4.978

4.977

18

4.975

4.968

4.971

4.969

4.972

19

4.977

4.966

4.969

4.973

4.970

20

4.975

4.967

4.969

4.972

4.972

  1. Identify out-of-control points. If necessary, recompute thecontrol limits after removing the outliers. What do you conclude?(10 pts) Please answer in detail usingexcel

Answer & Explanation Solved by verified expert
4.5 Ratings (920 Votes)
Answer 1 We have to obtain outliers By using Excel Functions 1 Quartiles QUARTILE 2 Interquartile Range Q3 Q1 3Lower limit Q1 15 Interquartile Range 4 Upper limit Q3 15 Interquartile Range Sample x1 x2 x3 x4 x5 1 496 4946 495 4956 4958 2 4958 4927 4935 494 495 3 4971 4929 4965 4952 4938 4 494 4982 497    See Answer
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