Level of significance and testing of hypothesis.

Principal Methods of Analysis and Interpretation

Level of significance and testing of hypothesis.

  1. The probability of rejecting null hypothesis H0 when it is true is called t...}

Hypothesis

Principal Methods of Analysis and Interpretation

Hypothesis

  1. A hypothesis is defined as a proposition which can be put to test for determining the valid...}

Varience ratio test

Principal Methods of Analysis and Interpretation

Varience ratio test

  1. To test whether the two independent estimates of population variances are significantly dif...}

Chi-square test

Principal Methods of Analysis and Interpretation

Chi-square test

  1. χ2the test is a test which describes the magnitudes of difference between observed freq...}

Paired t-test

Principal Methods of Analysis and Interpretation

Paired t-test

  1. In paired t-test, we, consider the method for testing of hypothesis for two samples that ar...}

Spread of dispersion.

Principal Methods of Analysis and Interpretation

Spread of dispersion.

  1. Actually, the meaning of dispersion is the scatteredness of the items from the central...}

One way ANOVA.

Principal Methods of Analysis and Interpretation

One way ANOVA.

  1. To compute the test statistic of ANOVA total component of variation is split into two varia...}

Important numerical

Principal Methods of Analysis and Interpretation

Important numerical

  1. $$Test\,statistic:UnderH_0\,the\,test\,statistics\,is$$

  2. $$Z=\frac{\ov...}

 P-value approach.

Principal Methods of Analysis and Interpretation

P-value approach.

  1. p-value approach is one of the methods for testing of statistical hypothesis in which the d...}

Type I and Type II error

Principal Methods of Analysis and Interpretation

Type I and Type II error

  1. The rejection of the null hypothesis, when it is true, is known as type I error.
  2. T...}

Condition of T-test used

Principal Methods of Analysis and Interpretation

Condition of T-test used

  1. $$t=\frac{Difference}{S.E\overline{(X)}}$$

  2. $$\frac{\overline{X}-&micr...}