Use the following contingency table:
A B
Yes 40 25
No 35 45
The calculated Chi-squared test statistic is
1. 5:45
2. 4:55
3. 145
4. 3:64
5. 45:45
The chi-square test:
χ2=∑(Oi−Ei)2Ei=(40−33.62)233.62+(25−31.38)231.38+(35−41.38)241.38+(45−38.62)238.62=1.21+1.30+0.98+1.05=4.54χ^2 = \sum \frac{(O_i -E_i)^2}{E_i} \\ = \frac{(40-33.62)^2}{33.62} + \frac{(25-31.38)^2}{31.38} + \frac{(35-41.38)^2}{41.38} + \frac{(45-38.62)^2}{38.62} \\ = 1.21 + 1.30 + 0.98 + 1.05 \\ = 4.54χ2=∑Ei(Oi−Ei)2=33.62(40−33.62)2+31.38(25−31.38)2+41.38(35−41.38)2+38.62(45−38.62)2=1.21+1.30+0.98+1.05=4.54
Answer: option 2. 4:55
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