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Unit 5
Business Statistics and Research Methods
PART 02
MCQ 01: Goodness of fit of a distribution is tested by
a) t-test
b) chi-square test
c) f-test
d) None of the above
b) chi-square test
c) f-test
d) None of the above
Ans: chi-square test
Chi-square test
_Non parametric test
_Used to Test :
- the discrepancies between observed and expected frequencies
- goodness of fit
- determine association between two or more attributes
Based on frequencies
Assumptions :
- All the observations must be independent
- All the events must be mutually exclusive
- There must be large observations (50)
- The data must be in original units
- Properties of Chi- square Distribution
t- test (Student's T Distribution )
It is used to check whether two data sets are significantly different from each other or not.
- one-sample t-test
where
- Two-sample t-test
s1 = Standard Deviation of 1st Sample
s2= Standard Deviation of 2nd Sample
n 1 = Size of 1st Sample
n 2 = Size of 2nd Sample
s2= Standard Deviation of 2nd Sample
n 1 = Size of 1st Sample
n 2 = Size of 2nd Sample
- Parametric test
- Population S D unknown
- Sample size small (max 30)
- Normal bell shaped curve (symmetrical around the mean 0)
- ranges from –∞ to ∞ (infinity).
- to test if two population variances are equal
- if the variances are equal, the ratio of the variances will be 1
- F-test is also a small sample test.
- F-distribution depends on the degrees of freedom
- also called as Variance Ratio Distribution.
- The F-distribution is positively skewed
- F-distribution is always positive, or zero (Its value lies between 0 and ∞.)
- Shape depends on degree of freedom
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