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Frequency Distribution of the Rotters LOCUS - Assignment Example

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The paper “Frequency Distribution of the Rotters LOCUS” shows that out of 50 respondents’ 13 responses or 26% belong to 4 GPA, followed by 3 GPA with 10 responses. There were 38 respondents who were under C+. This is linked to the fact that some of the respondents did not complete the data on the GPA…
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They totaled about 19 respondents. The findings also show that the majority of the respondents have poor mental ability. Using the value 0.05 level of significance, F-statistics, and an Analysis of variance (ANOVA) test, the df num value is k-1, or 2 -1, or 1 and the df den value is T-k, or 50 - 2, or 48. So, with = 0.05, the critical value of F in this analysis of variance test was F0.05 (1, 48) = 251. Since computed F (FC) is less than Tabulated F (FT), Ho is accepted, which states that the Rotters LOCUS of Control scores and the average GPA of the selected respondents have no significant relationship.

The resultant R square value is 0.002. This is very far from the point of reference value 1. This shows that the correlation is not on the normal curve distribution. So, it is interpreted as a very small positive correlation. In percentile (%), it is 0.2 which indicates that the Rotters LOCUS of Control scores and the average GPA of the selected respondents have very minimal similarities. Furthermore, because the R square value of 0.002 is not close to the adjusted R square value of -0.019, this signifies that the regression model is not fit for the data.

The very small positive correlation denotes that the Rotters LOCUS of Control scores is uncorrelated with the Average GPA of the selected respondents, it may be either large or small when the scores or frequency is large and vice versa. This further implies that there is no systematic trend in the Rotters LOCUS of Control scores and the average GPA of the selected respondents.

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