Match each term with its notation. Enter the number corresponding to the correct notation in the blank. :The number of treatment conditions
:The number of scores in each treatment
:The total number of scores in the entire study
:The sum of the scores for each treatment condition
:The sum of all of the scores in the research study
:The F-ratio

1. G
2. k
3. n
4. T
5. n
6. F

Question:

Match each term with its notation. Enter the number corresponding to the correct notation in the blank.

:The number of treatment conditions

:The number of scores in each treatment

:The total number of scores in the entire study

:The sum of the scores for each treatment condition

:The sum of all of the scores in the research study

:The F-ratio

1. G

2. k

3. N

4. T

5. n

6. F

i) K :The number of treatment conditions

ii) n :The number of scores in each treatment

iii) N :The total number of scores in the entire study

iv) T :The sum of the scores for each treatment condition

v) G :The sum of all of the scores in the research study

vi) F :The F-ratio

Step-by-step explanation:

Here we are dealing with ANOVA notations.

ANOVA which is the short form for Analysis of Variance is a test in staristics used to compare two population samples to check if they are equal.

Here, we have the following ANOVA notations:

G, K, n, T, N, F

Where, G is said to be the sum of scores in the research study.

K is the number of treatment.

n is the number of scores in each treatment

T is the sum of scores for each treatment condition.

N is the total number of scores in whole study

F is the F-ratio.

Matching them with the terms given, we have the following:

i) K :The number of treatment conditions

ii) n :The number of scores in each treatment

iii) N :The total number of scores in the entire study

iv) T :The sum of the scores for each treatment condition

v) G :The sum of all of the scores in the research study

vi) F :The F-ratio

Note the difference between "N" and "n"