Larger Sample Mean Proportions Sample Assignment
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Questions: In a sample of 8 observations, the sum of squared deviation of items from the means was 94.5. In another sample to 10 observations, the value was found to be 101.7. Test whether the difference in significant at 5% level.
You are given that at 5% level critical value of f for v1 = 7 and V2 = 9 degrees of freedom is 3.29 and for v1 = 8 and v2 = 9 degrees of freedom is 3.29 and for v1 = 8 and v2 = 10 degrees of freedom its value is
Sol: Let us take the hypothesis that the difference in the variance to the two samples is not significant. We are given
n1 = 8, ∑(x1- χ)2 = 94.5
n2 = 10, ∑(x1- χ)2 = 101.7
F = S12
S22


F = 13.5 = 1.195
11.3
For v1 = 7 and v2 = 9 F0.06 = 3.29
The calculated value of F is less than table value. Hence we accept hypothesis and conclude that the difference in the variance of two samples is not significant at 5% level.
Larger Sample Mean Proportions Sample Assignment
Questions: In a sample of 8 observations, the sum of squared deviation of items from the means was 94.5. In another sample to 10 observations, the value was found to be 101.7. Test whether the difference in significant at 5% level.
You are given that at 5% level critical value of f for v1 = 7 and V2 = 9 degrees of freedom is 3.29 and for v1 = 8 and v2 = 9 degrees of freedom is 3.29 and for v1 = 8 and v2 = 10 degrees of freedom its value is
Sol: Let us take the hypothesis that the difference in the variance to the two samples is not significant. We are given
n1 = 8, ∑(x1- χ)2 = 94.5
n2 = 10, ∑(x1- χ)2 = 101.7
F = S12
S22


F = 13.5 = 1.195
11.3
For v1 = 7 and v2 = 9 F0.06 = 3.29
The calculated value of F is less than table value. Hence we accept hypothesis and conclude that the difference in the variance of two samples is not significant at 5% level.
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