The ages (in years) of eight children and the number of words in their vocabulary are noted in the table below. Find the correlation ( r ) and then test to see if there is enough evidence to conclude that there is a significant linear correlation between the data. |
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Vocabulary | |||||||
Age | Size | ||||||
x | y | ||||||
1 | 3 | ||||||
2 | 440 | ||||||
3 | 1200 | ||||||
3 | 1100 | ||||||
4 | 1500 | ||||||
5 | 2100 | ||||||
5 | 2000 | ||||||
6 |
2600 |
What is r?
Ho:?
Ha:?
Level of Significance (alpha):?
Number of tails?
Degrees of Freedom (df)?
Decision Rule: | ||
c.v. critical value |
t=?
Retain Ho? or Reject Ho and Retain Ha?
STEP 5: p-value
Group of answer choices:
p < 0.005
NA - no p-value if you Retain Ho
p <0.01
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