B how many degrees of freedom df are there for each x2 test
B) how many degrees of freedom (df) are there for each x^2 test?
Problem 3.18 full pods 845 constricted pods 336 violet flowers 687 white flowers Probability (p) 0,90 0.50 0.20 0.05 0,01 0.001 1 0.02 0.46 64 3.84 6.64 10.83 2 0.21 1.39, 3.22 5.99 9.21 13.82 3 0.58 2.37 4:64. 7.82 11.35 16.27 4 1.06 3.36 5.99 9.49 13.28 18.47 5 1.61 4:35 7.29 11.07 15.09 20.52 6 2.20 5.35 8.56 12.59 16.81 22.46 df 7 2.83 6.35 9:80 14.07 1848 24.32 8 3.49 7.34 9 4.17 8.34 12.24 16.92 20.09 26.13 10 4.87 9.34 27.88 13.44 18.31 23.21 29.59 15 8.S5 14,34 19.31 25.00 30.58 37.30 25 16.47 24.34 30 68 37 65 44.31 52.62 50 67 76.15 86.60 X2 values Fails to reject the null hypothesis Rejects the null hypothesis e Pearson Education, Inc. Solution
Chi-Square value= 7.49
Degrees of freedom= number of phenotypes - 1
= 2-1=1
Reject null hypothesis.
Phenotype Observed (O) Expected(O) O-E (O-E)^2 (O-E)^2/E
Violet flowers 687 696.75 -9.75 95.06 0.14
White flowers 242 232.25 9.75 95.06 0.41
Chi-Square value= 0.55
Degrees of freedom= number of phenotypes - 1
= 2-1=1
Fails to reject null hypothesis.
| Phenotype | Observed (O) | Expected(O) | O-E | (O-E)^2 | (O-E)^2/E |
| Full pods | 845 | 885.75 | -40.75 | 1660.56 | 1.87 |
| Constricted pods | 336 | 295.25 | 40.75 | 1660.56 | 5.62 |
