Hypothesis:
H0: Variables are independent (No association)
Ha: Variables are not independent (Association)
Test:
Observed(O) | Passed | Failed | Total | |
Drove 4 hours or less | 250 | 80 | 330 | |
Drove 8 hours or more | 140 | 75 | 215 | |
Total | 390 | 155 | 545 | |
Expected ( E) | Passed | Failed | Total | Rtotal*Ctotal/Grand total |
Drove 4 hours or less | 236.1468 | 93.85321101 | 330 | |
Drove 8 hours or more | 153.8532 | 61.14678899 | 215 | |
Total | 390 | 155 | 545 | |
Passed | Failed | Total | (O-E)^2/E | |
Drove 4 hours or less | 0.812679 | 2.044804362 | 2.857483 | |
Drove 8 hours or more | 1.247367 | 3.138536928 | 4.385904 | |
Total | X^2 | 7.243387 | SUM((O-E)^2/E) | |
df | 1 | (r-1)*(c-1) | ||
P value | 0.007116 | Use X^2 table |
X^2 stat = 7.2434
P value = 0.0071
Deciaion:
P value < 0.01, Reject H0
Conclusion:
There is enough evidence to conclude that there is a relationship between hours of driving and alertness
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