Qantas	Air France
1756	1852
1712	1846
1933	1923
1925	1713
1800	1740
1803	1752
1963	1826
1756	1811
1742	1797
1783	1832

Adam believes that the average round-trip fare from Sydney to Paris from Qantas (Population 1) is higher than that offered by Air France (Population 2). He collects samples of data from the Qantas and Air France websites for various departure and return dates. Assuming equal variances in the prices, is there evidence to support his claim at the 1% level of significance?

1. The mean price for Qantas is given by 2. The variance of prices from Air France is given by 3. The null and alternative hypotheses are 4. Assuming equal variances, the decision rule at the 1% level of significance is 5. The pooled variance is 6. The calculated test statistic is 7. The p-value for this test is 8. The conclusion to the hypothesis test is