Match the points under Column A with those under Column B.
i-d, ii-c, iii-b, iv-a
Option 3 is correct. The correct matching is: i-a, ii-c, iii-b, iv-d.
Similar Questions
For the ANOVA table
Source of variations Sum of squares Degree of freedom Between treatment 75 3 Error 48 16 Total 123 19 the F - statistics is
For the ANOVA table
Source of variations Sum of squares Degrees of freedom Between treatment 45 3 Error 32 16 Total 99 19 the F - statistics is:
For the ANOVA, which of the following options is INCORRECT?
In a two-way ANOVA table
Source of Variation Degree of Freedom Sum of square Mean sum of squares F Due to Level A 2 294 147 F A Due to Level B 2 6 3 F B Due to error 4 12 3 Total x 312 the value of x, F A, F Bare:
For the ANOVA, which option is wrong?
In a 3 races, 2 genders and 5 in each treatment group for two-way ANOVA, the degree of freedom for source of variation due to interaction, error and total respective are
The Pearson's correlation coefficient between following observation
X: 1 2 3 4 Y: 3 4 2 1 is -0.8. If each observation of X is halved and of Y is doubled, then Pearson's correlation coefficient equals to
Important Questions from Measurement and Analysis of Data
Which of the following comes under the category of random errors?
In a research study, the effect of three independent variables such as gender, socioeconomic status of the family and locus of control on scholastic performance in social studies was to be ascertained. The dependnent variable was measured using an interval scale. Which of the following statistical techniques will be considered appropriate for this data?
Match List I with List II:
List I (Type of Test)
List II (Subject matter of the problem)
A.
Kruskal-Wallis test I.
Parametric test to compare means of more than two population groups. B.
Z-test II.
Non-parametric test to compare means of more than two population groups. C.
ANOVA test III.
Non-parametric test to test the goodness of fit. D.
Chi-square test IV.
Testing the difference between means of two sample groups.
Choose the correct answer from the options given below:- Parametric and non-parametric analyses commonly share the following:
- The correlation coefficient between scores on two parts of a given test is 0.50. What is the reliability coefficient of the total test?
