The ticketing agency of the Vancouver Whitecaps football team would like to test the hypothesis that the average price of a ticket is less than $225 on the secondary market. A random sample of 40 customers paid an average of $207 for their ticket. Assume that the standard deviation of the price of tickets for Whitecaps games is $43. The Vancouver Whitecaps would like to set α = 0.01. Use the p value approach to test this hypothesis. What will be your decision? (3 points)
The null and alternative hypothesis is ,
H0 : = 225
Ha : < 225
= 207
= 43
n = 40
Test statistic = z =
= ( - ) / / n
= (207 - 225 ) / 43 / 40
Test statistic = z = -2.65
This is the left tailed test,
P(Z < -2.65 )
P-value = 0.004
= 0.01
P-value <
Reject the null hypothesis .
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