1) In Figure 1 what does the student’s t-test indicate when determining the statistical significance of growth data under incandescent light and sunlight between Group 1 and Group 2?   2) In Figure 2 what does the student’s t-test indicate when determining the statistical significance of plant height data between Group 1 and Group 2?   3) In Figure 3 what does the student’s t-test indicate when determining the statistical significance of final leaf count data between Group 1 and Group 2?

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1) In Figure 1 what does the student’s t-test indicate when determining the statistical significance of growth data under incandescent light and sunlight between Group 1 and Group 2?

 

2) In Figure 2 what does the student’s t-test indicate when determining the statistical significance of plant height data between Group 1 and Group 2?

 

3) In Figure 3 what does the student’s t-test indicate when determining the statistical significance of final leaf count data between Group 1 and Group 2?

 

Figure 1
T Test: Two-Sample Assuming Unequal Variances
(Group 1) (Group 2)
8.64
1.12
1.567
6
Mean
Variance 22.733
Observati
Hypothesi
6
0
3
df
t Stat
2.686738
P(T<=t) or 0.135906
t Critical o 2.142847
P(T<=t) tw 0.187181
t Critical t 3.136445
Mean
Variance
Observati
Hypothesi
Solution A Solution B) Plain Water
5
3
14 6.443333
4
0
3
df
t Stat
3.384438
P(T<=t) or 0.384875
Figure 3
t Critical o 2.484665
T Test: Two-Sample Assuming Unequal Variances P(T<=t) tw 0.132534
t Critical t 2.383836
df
t Stat
0.333501
P(T<=t) or 0.444532
t Critical o 1.524363
P(T<=t) tw 0.363785
t Critical t 4.485463
Figure 2
T Test: Two-Sample Assuming Unequal Variances
4
Mean
Variance
Observati
Hypothesi
Control Gr Experimental Group (Group 2)
7.5
2.025
9.373647 0.488233
3
0
4
3
Transcribed Image Text:Figure 1 T Test: Two-Sample Assuming Unequal Variances (Group 1) (Group 2) 8.64 1.12 1.567 6 Mean Variance 22.733 Observati Hypothesi 6 0 3 df t Stat 2.686738 P(T<=t) or 0.135906 t Critical o 2.142847 P(T<=t) tw 0.187181 t Critical t 3.136445 Mean Variance Observati Hypothesi Solution A Solution B) Plain Water 5 3 14 6.443333 4 0 3 df t Stat 3.384438 P(T<=t) or 0.384875 Figure 3 t Critical o 2.484665 T Test: Two-Sample Assuming Unequal Variances P(T<=t) tw 0.132534 t Critical t 2.383836 df t Stat 0.333501 P(T<=t) or 0.444532 t Critical o 1.524363 P(T<=t) tw 0.363785 t Critical t 4.485463 Figure 2 T Test: Two-Sample Assuming Unequal Variances 4 Mean Variance Observati Hypothesi Control Gr Experimental Group (Group 2) 7.5 2.025 9.373647 0.488233 3 0 4 3
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