At the end of chapter 9, SPSS output gives the results of a study looking at the mean birth weight in full-term and premature infants in Figure 9-14. Does the t-test show a significant difference in mean birth weight between full-term and premature infants? State the conclusion for this study in plain English.
t- test |
for |
Equality |
Of means |
|||||||
Levennes test for equality |
Of variances |
95% confidence interval |
Of the difference |
|||||||
F |
significance |
t |
df |
Significance (two tailed |
Mean difference |
Standard Error difference |
lower |
upper |
||
Birth weight |
Equal Variance assumed |
0.767 |
0.407 |
8.465 |
8 |
0.000 |
2228.33333 |
253.23640 |
1621.30910 |
2835.35756 |
Equal Variance not assumed |
7.484 |
0.000 |
2228.33333 |
251.93804 |
1640.30927 |
2816.35740 |
p-value fo significance =0.000
hence
t-test show a significant difference in mean birth weight between full-term and premature infants
there is sufficient evidence that there is difference in birth weight between full-term and premature infants
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