Q4. FEM results of compression surface area and overflow distance of compressed gasket solved with different locations of nodes are given in the Table. Obtain regression models for Y1 and Y2 satisfying R²>0.90. Where n is 7 x3 Y1 Y2 5 2.11 0.13 Run x1 x 2 1 6 11 n+1 n+2 18 2.22 0.23 3. 11 18 1.51 0.06 11 1.91 0.12 n+1 18 3.33 0.17 6. 8. 11 2.32 0.13 2 18 11 3.22 0.02 4 18 18 1.51 0.20 11 11 3.22 0.04 10 11 18 1.71 0.04 11 4 18 1.91 0.20 12 8 18 18 1.81 0.19 13 8. n+1 11 2.32 0.12 14 5 18 2.22 0.23 15 6. 11 11 1.61 0.08 16 11 1.61 0.13 17 18 11 1.51 0.06 18 11 n+1 3.32 0.08 19 8. 18 11 1.61 0.05 20 6. 18 2.42 0.20 21 3.33 0.20 22 8. n+1 2.53 0.24 23 4 11 18 1.41 0.04 24 5 5. in 1.81 0.13 25 6. 18 2.42 0.22 26 n+1 11 2.11 0.13 27 6. 18 18 1.71 0.20 28 18 18 3.43 0.11 29 4 5 2.03 0.23

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Chapter5: A Survey Of Other Common Functions
Section5.6: Higher-degree Polynomials And Rational Functions
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Q4.
FEM results of compression surface area and overflow distance of compressed gasket solved with different locations of nodes are given in the Table.
Obtain regression models for Y1 and Y2 satisfying R>0.90. Where n is 7
Run
х1
х 2
x 3
Y1
Y2
6
11
5
2.11 0.13
2
n+1
n+2
18
2.22
0.23
3
11
18
1.51
0.06
4
11
1.91
0.12
n+1
18
3.33
0.17
6.
8
11
2.32
0.13
7
2.
18
11
3.22
0.02
4
18
18
1.51
0.20
9
2
11
11
3.22
0.04
10
11
18
1.71
0.04
11
4
18
1.91
0.20
12
8
18
18
1.81
0.19
13
8.
n+1
11
2.32
0.12
14
5
18
2.22
0.23
15
11
11
1.61
0.08
16
4
11
1.61 0.13
17
18
11
1.51
0.06
18
11
n+1
3.32
0.08
19
8.
18
11
1.61
0.05
20
6.
5.
18
2.42
0.20
21
3.33
0.20
22
8.
n+1
2.53
0.24
23
4
11
18
1.41
0.04
24
1.81
0.13
25
18
2.42
0.22
26
n+1
11
2.11
0.13
27
6.
18
18
1.71
0.20
28
18
18
3.43
0.11
29
5.
2.03
0.23
1.
Transcribed Image Text:Q4. FEM results of compression surface area and overflow distance of compressed gasket solved with different locations of nodes are given in the Table. Obtain regression models for Y1 and Y2 satisfying R>0.90. Where n is 7 Run х1 х 2 x 3 Y1 Y2 6 11 5 2.11 0.13 2 n+1 n+2 18 2.22 0.23 3 11 18 1.51 0.06 4 11 1.91 0.12 n+1 18 3.33 0.17 6. 8 11 2.32 0.13 7 2. 18 11 3.22 0.02 4 18 18 1.51 0.20 9 2 11 11 3.22 0.04 10 11 18 1.71 0.04 11 4 18 1.91 0.20 12 8 18 18 1.81 0.19 13 8. n+1 11 2.32 0.12 14 5 18 2.22 0.23 15 11 11 1.61 0.08 16 4 11 1.61 0.13 17 18 11 1.51 0.06 18 11 n+1 3.32 0.08 19 8. 18 11 1.61 0.05 20 6. 5. 18 2.42 0.20 21 3.33 0.20 22 8. n+1 2.53 0.24 23 4 11 18 1.41 0.04 24 1.81 0.13 25 18 2.42 0.22 26 n+1 11 2.11 0.13 27 6. 18 18 1.71 0.20 28 18 18 3.43 0.11 29 5. 2.03 0.23 1.
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