In a survey, 18 people were asked how much they spent on their
child's last birthday gift. The results were roughly bell-shaped
with a mean of $48.8 and standard deviation of $19.5. Construct a
confidence interval at a 98% confidence level.
Express your answer in the format of ¯x ±
Error.
$ ± $
The 98% confidence interval for population mean is
degrees of freedom = n-1 =18-1 =17
For 98% confidence ( ) , with df = 17 , two tailed critical value of t is
tc = 2.567 ( from t table)
Thus , 98% confidence interval for population mean is
Therefore 98% confidence interval for mean is
$ 48.80 $ 11.80
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