A group of 10 students was randomly drawn from Class 12 and was given yoga training for three weeks. Their wellness life style was compared with another similarly selected group which did not undergo such training. Which type of statistical test will be appropriate for testing the tenability of Null Hypothesis ?
Independent t-test
The independent-samples t-test compares the mean wellness scores of the two distinct, unpaired groups, assuming a quantitative outcome and suitable distributional conditions. With only ten students per group, strong skew or outliers need attention. A pooled t-test assumes equal variances; Welch’s version does not. A paired t-test, signed-rank test and paired sign test require paired observations. Merely having different students does not by itself guarantee independence of all observations.
Type II error in hypothesis testing is:
Which level of measurement is least used in educational psychology?
In List I types of variables are given and in List II correlation coefficients related to them are given. Match List I and List II and choose the correct answer from the code given below.
List I (Types of variable) | List II (Correlation coefficient) | ||
| a) | Both variables continuous | i) | Biserial |
| b) | Both with ordinal measure | ii) | Pearson's 'r' |
| c) | Both with artificial dichotomy | iii) | Contingency coefficient |
| d) | One continuous and other with artificial dichotomy | iv) | Spearman's rho |
| e) | Two or more categories | v) | Tetrachoric 'r' |
| vi) | Point-Biserial | ||
Match the measurement scales in Set I with the examples in Set II.
Set I
(a) Nominal scale
(b) Ordinal scale
(c) Interval scale
(d) Ratio scale
Set II
(i) Ranking students’ performances in musical events
(ii) Spelling-test scaled scores defined with equal units and an arbitrary zero
(iii) Classifying students by the type of co-curricular activity they participate in
(iv) Students’ writing speed in words per minute
For scores drawn from a continuous reference distribution, what is the shape of the distribution of their percentile ranks?