The section below presents the demography of participants who took part in this experiment.
Gender
Frequency
Percent
Valid Percent
Cumulative Percent
Valid
Male
26
67.0
67.0
67.0
Female
12
33.0
33.0
100.0
Total
38
100.0
100.0
The above table and pie chart presents the gender distribution of people who took part in this experiment. There were 67 percent male participants who took part in this experiment where as there were 33 percent female participants who took part in this experiment.
Age Group
Frequency
Percent
Valid Percent
Cumulative Percent
Valid
Under 20 years
19
19.0
19.0
19.0
21-25 years
40
40.0
40.0
59.0
26-30 years
40
40.0
40.0
99.0
30-35 years
1
1.0
1.0
100.0
Total
100
100.0
100.0
The above table and pie chart presents the age group distribution of participants who took part in this experiment. There were 40 percent participants who took part in this experiment were from age group 21-25 years and 26-30 years respectively.
ANOVA Results
Null Hypothesis: There is a significance difference between type of exercise and tension.
Alternate Hypothesis: There is no significance difference between type of exercise and tension.
ANOVA
Overall
Sum of Squares
df
Mean Square
F
Sig.
Between Groups
.335
98
.168
.363
.697
Within Groups
44.825
2
.462
Total
45.160
99
We accept null hypothesis because level of significance is greater than .05 and conclude that there is a significance difference among type of exercise and tension or can say that these two variables have positive impact on each other. Moreover, the higher sig. value shows that the difference is quite significant and the type of exercise has a strong impact on tension.
Null Hypothesis: There is a significance difference between type of exercise and depression.
Alternate Hypothesis: There is no significance difference between type of exercise and depression.
NOVA
Sum of Squares
df
Mean Square
F
Sig.
Between Groups
131.586
98
7.310
2.538
.462
Within Groups
2.880
2
2.880
Total
134.466
100
From the above ANOVA table it can be observed that since the sig. value is greater than 0.05, we cannot reject the null hypothesis, therefore, we are in a position to accept the null hypotheses. Thus, there is a significant difference between type of exercise and depression. The value .462 indicates that type of exercise has a strong impact on depression.
Null Hypothesis: There is a significance difference between type of exercise and anger.
Alternate Hypothesis: There is no significance difference between type of exercise and anger.
ANOVA
Sum of Squares
df
Mean Square
F
Sig.
Between Groups
125.586
98
2.845
3.482
.068
Within Groups
3.668
2
3.222
Total
129.254
100
From the above ANOVA table it can be observed that the sig. value is 0.068. Since the value is greater than .05, we cannot reject null hypothesis. Therefore, we are in position to accept the null hypothesis and say that there is a significance difference between type of exercise and anger. The value 0.068 indicates that there is not a strong impact of type of exercise on anger.
Null Hypothesis: There is a significance difference between type of exercise and vigor.
Alternate Hypothesis: There is no significance difference between type of exercise and vigor.
ANOVA
Sum of Squares
df
Mean Square
F
Sig.
Between Groups
119.286
98
3.187
4.018
.217
Within Groups
9.968
2
3.657
Total
129.254
100
From the above ANOVA table it can be observed that the sig. value is 0.217. Since the value is greater than .05, we cannot reject null hypothesis. Therefore, we are in position to accept the null hypothesis and say that there is a significance difference between type of exercise and vigor. The value 0.217 indicates that there is a moderate impact of type of exercise on vigor.
Null Hypothesis: There is a significance difference between type of ...