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Design and show a unique example of a 2-way x test which has at least 4 degrees of freedom. Description of case study write a story probiem Probability p Tale ry ithe p 2m prliy yig whe a Sate the null and alternate hypothesis, significance level and assumptions for this test: x² Reject H,? "able C eritical vals a Tal liy Yes 25 025 No 2.07 1.32 277 4.11 271 4.61 625 3.84 164 3.22 541 742 12.12 1530 921 1134 13.23 1500 11M 14.32 1642 10.00 12.34 5.32 6.74 12 S.12 4.54 5.99 7.20 8.56 930 4.27 I847 2031 22.46 Calculated from below 2000 2211 24.10 3.39 14.0 1675 I8.55 66) 2.54 9.04 10.22 I1.39 12.55 24 104 1202 12 13N 14.45 16.01 15.5 17 187 2025 2204 23.77 25. 27.11 28.73 .12 Critical trom table) 12.59 140 df 5.0s 0.5 1642 8.00 2009 1733 190 21.95 Assumptions (state and have they been met 16.2 12.34 13.44 146 19.68 2147 2321 34.72 20.22 27 2914 2 2959 3142 31.26 3344 321 148 3433 W12 8U 1453 519 9 1 1725 1835 1931 21.06 2231 2354 24.77 27 %3D 12 13 14 15 2242 24.05 25.47 23.34 गा 1485 15 98 17.12 1825 1937 16. LIS 1830 22 292 31.32 320 M4 343 34.95 36.12 3130 7m 25 413I .15 2612 2 204 21 21 22% 23.90 32.00 41.31 16 17 38 30.19 31.53 32.5 417 1502 35.00 34.78 36.46 37.95 29.25 22 21.9 4200 4443 4 97 47.50 31.00 32.35 35 72 37.16 873 3481 4031 43.42 4531 4430 is this testing for homogeneity or independence? torce anser 21.00 22.72 246 21.33 25 2730 2841 19 20 21 22 23 24 141 35.02 37.51 4234 43.7 4530 2504 4000 Clearly label the treatments&categories above and give the data table a relevant e Show test caloulations below in a way hat tis clear to align the individal computations with each cell above. State the test value ofand show above whether or the test rejected or failed te reject H 2493 4140 27.30 3392 37. 204 21 14 224 20.00 320 33.20 34 35 56 49.73 45.56 46.53 SLIR 534s 34.95 2955 3.48 48.00 9.44 5242 549s 3641 322 1.4 34.57 25.71 37A5 29.34 3043 31.53 3262 41.37 42.06 44.14 44 45.42 4400 4431 45.64 46.% 48.28 54.05 4I 31.79 32.91 34.03 5.14 3.25 47.27 5.16 412 43.19 55.48 5600 5A30 3 5.70 1e 7600 37.00 27 28 29 52.22 4134 4256 43.77 50.99 $3.99 547 5613 .70 45.72 $2.34 347 50.00 24 59.34 71.42 0.44 7261 4.58 66.77 79.49 195 1163 1402 73.40 50 56.33 0.35 67.50 76.15 W.56 7134 14.40 S34 120 1443 112.3 124 100 1147 IKS 1243 12 13.2

Design and show a unique example of a 2-way x test which has at least 4 degrees of freedom. Description of case study write a story probiem Probability p Tale ry ithe p 2m prliy yig whe a Sate the null and alternate hypothesis, significance level and assumptions for this test: x² Reject H,? "able C eritical vals a Tal liy Yes 25 025 No 2.07 1.32 277 4.11 271 4.61 625 3.84 164 3.22 541 742 12.12 1530 921 1134 13.23 1500 11M 14.32 1642 10.00 12.34 5.32 6.74 12 S.12 4.54 5.99 7.20 8.56 930 4.27 I847 2031 22.46 Calculated from below 2000 2211 24.10 3.39 14.0 1675 I8.55 66) 2.54 9.04 10.22 I1.39 12.55 24 104 1202 12 13N 14.45 16.01 15.5 17 187 2025 2204 23.77 25. 27.11 28.73 .12 Critical trom table) 12.59 140 df 5.0s 0.5 1642 8.00 2009 1733 190 21.95 Assumptions (state and have they been met 16.2 12.34 13.44 146 19.68 2147 2321 34.72 20.22 27 2914 2 2959 3142 31.26 3344 321 148 3433 W12 8U 1453 519 9 1 1725 1835 1931 21.06 2231 2354 24.77 27 %3D 12 13 14 15 2242 24.05 25.47 23.34 गा 1485 15 98 17.12 1825 1937 16. LIS 1830 22 292 31.32 320 M4 343 34.95 36.12 3130 7m 25 413I .15 2612 2 204 21 21 22% 23.90 32.00 41.31 16 17 38 30.19 31.53 32.5 417 1502 35.00 34.78 36.46 37.95 29.25 22 21.9 4200 4443 4 97 47.50 31.00 32.35 35 72 37.16 873 3481 4031 43.42 4531 4430 is this testing for homogeneity or independence? torce anser 21.00 22.72 246 21.33 25 2730 2841 19 20 21 22 23 24 141 35.02 37.51 4234 43.7 4530 2504 4000 Clearly label the treatments&categories above and give the data table a relevant e Show test caloulations below in a way hat tis clear to align the individal computations with each cell above. State the test value ofand show above whether or the test rejected or failed te reject H 2493 4140 27.30 3392 37. 204 21 14 224 20.00 320 33.20 34 35 56 49.73 45.56 46.53 SLIR 534s 34.95 2955 3.48 48.00 9.44 5242 549s 3641 322 1.4 34.57 25.71 37A5 29.34 3043 31.53 3262 41.37 42.06 44.14 44 45.42 4400 4431 45.64 46.% 48.28 54.05 4I 31.79 32.91 34.03 5.14 3.25 47.27 5.16 412 43.19 55.48 5600 5A30 3 5.70 1e 7600 37.00 27 28 29 52.22 4134 4256 43.77 50.99 $3.99 547 5613 .70 45.72 $2.34 347 50.00 24 59.34 71.42 0.44 7261 4.58 66.77 79.49 195 1163 1402 73.40 50 56.33 0.35 67.50 76.15 W.56 7134 14.40 S34 120 1443 112.3 124 100 1147 IKS 1243 12 13.2

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Design and show a unique example of a 2-way x test which has at least 4 degrees of freedom. Description of case study write astory problem): Probability p Tale ry fo the p ah peuiitylying abe State the null and alternate hypothesis, significance level and assumptions for this test Tile: (x') x² Reject H, ? ahle C eritical valus Tail puhliy Yes 25 15 10 025 0025 001 No 3.54 5.09 132 277 4.11 5.39 663 164 3.22 4.64 207 271 S41 7.02 9.14 1212 15.30 12.73 20.00 22.11 24.1o 641 7.38 9.15 9.49 1L14 9.21 11.34 13.25 1500 1681 8.4 2000 2147 23.21 24.72 3.32 6.74 .12 45 10.75 6.25 3.75 124 14. 16.75 I8.55 1432 16.27 18.47 20.51 2246 2 g Calculated (from below 147 1642 17.29 20.25 2204 23.77 25.46 2711 2.73 df 1064 12.9 14.45 14.07 16.01 15.51 1733 162 19a 15.0 1642 254 Critical trom table) 9.04 10.22 I1.39 1235 2433 2612 27 26T 259 142 31.26 3314 3291 3433 3612 31.30 25 40.79 4031 43.82 45.31 46 30 48.27 49.73 SLIR 5262 54.05 55.48 2747 Assumptions (state and have they been met? 12.34 0.44 1453 146 3.29 1948 21.16 2242 21.9 259 26 76 2047 1599 831 19.0 10 21 3 S 21 19 22M 244 21.06 23.M 2231 23.54 24 77 12 18.35 14.85 15.98 17.12 I825 23.34 2434 2612 274 24.05 25.47 287 222 27n 2914 28 0 29.82 31.31 320 3442 16. 1820 14 15 16 17 38.11 9.72 41.31 42 4443 4597 47.50 33.43 3495 19.31 21.7 2047 22 2161 22.76 2416 500 19.37 20.49 29.63 31.00 32.35 3200 3341 36.46 37.95 3942 27.59 30.19 31.53 35.72 37.16 25 5 Is this testing for homogeneity or independence? tarcie answer) 23 25.3 210 3619 2720 28.41 19 22.72 3 33.00 5.02 ) 2104 2450 LAI 3141 34.17 35.40 7 37 40.00 41.40 42.34 43.78 4530 20 05o Clearly label the treatments & categories above and give the data table a relevant le Show test calculations below in a way that itis clear to align the individual computations with each cell above. State the test value ofand show above whether or the test rejected or failed to reject H 3267 33.92 21 22 23 24 24.93 26.04 27 14 2434 10M 127.30 284 2055 30.68 31.79 32.91 34.03 35.14 36. 33.00 9.36 4029 4164 42 44.31 4564 46 420 34.97 44.18 $200 45.56 48.03 32.25 3.4 34.57 35.71 3434 35.56 3474 37 AS 41.37 4693 54.95 36.41 37.06 5930 0.73 25 2934 3043 4944 50.83 52.22 $3.59 41.92 42 42.56 43.19 27 28 40.11 44.14 9.64 31.53 3262 33.71 37.2 413M 44 434 44.6 56.89 58.30 59.70 45.72 m $2.34 $3.47 42.56 46.00 49.59 43.77 % 47% 0.44 50.0 3613 49.24 0.35 71.34 76.00 w.56 47.27 55.76 67.50 7340 40 50 4562 56.33 59.34 71.42 3.0 7261 4.5 79.49 195 58.16 76.15 74 40 95.34 .41 1248 12.3 100 1147 1243 129 135 1402 1443
Transcribed Image Text:Design and show a unique example of a 2-way x test which has at least 4 degrees of freedom. Description of case study write astory problem): Probability p Tale ry fo the p ah peuiitylying abe State the null and alternate hypothesis, significance level and assumptions for this test Tile: (x') x² Reject H, ? ahle C eritical valus Tail puhliy Yes 25 15 10 025 0025 001 No 3.54 5.09 132 277 4.11 5.39 663 164 3.22 4.64 207 271 S41 7.02 9.14 1212 15.30 12.73 20.00 22.11 24.1o 641 7.38 9.15 9.49 1L14 9.21 11.34 13.25 1500 1681 8.4 2000 2147 23.21 24.72 3.32 6.74 .12 45 10.75 6.25 3.75 124 14. 16.75 I8.55 1432 16.27 18.47 20.51 2246 2 g Calculated (from below 147 1642 17.29 20.25 2204 23.77 25.46 2711 2.73 df 1064 12.9 14.45 14.07 16.01 15.51 1733 162 19a 15.0 1642 254 Critical trom table) 9.04 10.22 I1.39 1235 2433 2612 27 26T 259 142 31.26 3314 3291 3433 3612 31.30 25 40.79 4031 43.82 45.31 46 30 48.27 49.73 SLIR 5262 54.05 55.48 2747 Assumptions (state and have they been met? 12.34 0.44 1453 146 3.29 1948 21.16 2242 21.9 259 26 76 2047 1599 831 19.0 10 21 3 S 21 19 22M 244 21.06 23.M 2231 23.54 24 77 12 18.35 14.85 15.98 17.12 I825 23.34 2434 2612 274 24.05 25.47 287 222 27n 2914 28 0 29.82 31.31 320 3442 16. 1820 14 15 16 17 38.11 9.72 41.31 42 4443 4597 47.50 33.43 3495 19.31 21.7 2047 22 2161 22.76 2416 500 19.37 20.49 29.63 31.00 32.35 3200 3341 36.46 37.95 3942 27.59 30.19 31.53 35.72 37.16 25 5 Is this testing for homogeneity or independence? tarcie answer) 23 25.3 210 3619 2720 28.41 19 22.72 3 33.00 5.02 ) 2104 2450 LAI 3141 34.17 35.40 7 37 40.00 41.40 42.34 43.78 4530 20 05o Clearly label the treatments & categories above and give the data table a relevant le Show test calculations below in a way that itis clear to align the individual computations with each cell above. State the test value ofand show above whether or the test rejected or failed to reject H 3267 33.92 21 22 23 24 24.93 26.04 27 14 2434 10M 127.30 284 2055 30.68 31.79 32.91 34.03 35.14 36. 33.00 9.36 4029 4164 42 44.31 4564 46 420 34.97 44.18 $200 45.56 48.03 32.25 3.4 34.57 35.71 3434 35.56 3474 37 AS 41.37 4693 54.95 36.41 37.06 5930 0.73 25 2934 3043 4944 50.83 52.22 $3.59 41.92 42 42.56 43.19 27 28 40.11 44.14 9.64 31.53 3262 33.71 37.2 413M 44 434 44.6 56.89 58.30 59.70 45.72 m $2.34 $3.47 42.56 46.00 49.59 43.77 % 47% 0.44 50.0 3613 49.24 0.35 71.34 76.00 w.56 47.27 55.76 67.50 7340 40 50 4562 56.33 59.34 71.42 3.0 7261 4.5 79.49 195 58.16 76.15 74 40 95.34 .41 1248 12.3 100 1147 1243 129 135 1402 1443
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