Wednesday, 3 October 2012

An introduction to ANOVA

There are a number of tests that can be applied for statistical analysis. Among them, ANOVA is one technique that is used often by students. ANOVA means Analysis of Variance and seeks to test whether or not the means obtained from various groups of data are equal. The data in this technique is divided in many groups, as per the sources of data. ANOVA is actually a combination of tests that are applied together. The best part is that ANOVA is included under the Statistical Package for Social Sciences (SPSS) and you can access professional help for using the same.

There are a few assumptions that you make while using ANOVA. One thing that it assumes is that all the distributions of data are normal. Independence of cases is another assumption, while equality of the variances in data groups is also assumed. The advantage of using ANOVA is that a number if errors are avoided, which can be there if many single tests are applied. This makes it possible to have a Dissertation Data Analysis which is flawless.

To apply the test with SPSS, there are some simple instructions that need to be followed. Though it is easy to apply the test, it can be difficult to understand the result, as the sheet that displays the outcome needs to be interpreted with caution. By taking SPSS Help, conducting the test, and interpreting the outcome will be easier and the study will be accurate.

The test can be one-way or two-way. While the one way ANOVA seeks to compare the means of multiple variables, with only a single category of experiment, the two way test is used when there is more than one factor to be measured and compared. For instance, in an educational study a scholar may want to measure the performance of the class population, as well as the effectiveness of techniques of teaching. Thus, depending upon the nature of study, a scholar might choose between these two types of ANOVA test.


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