A realtor claims that in a certain neighborhood, the average house is worth $200,000. Having been house shopping in that neighborhood, you do not believe the claim and wish to provide evidence that the claim is not true. You collect a random sample of 200 recent house sales in that neighborhood, finding an average sale price of $203,561 with a standard deviation of $32,478. Correctly using a hypothesis test, which of the following statements is most accurate? Please use the following z-scores: . z-score for a 99% CI = 2.58 . z-score for a 98% CI = 2.33 . z-score for a 95% CI = 1.96 . z-score for a 90% CI = 1.64 O You cannot reject the null at the 10% level of significance O You can reject the null at the 10%, 5%, 2%, and 1% level of significance O You can reject the null at the 10% level of significance, but cannot reject the null at the 5%, 2%, or 1% level of significance O You can reject the null at the 10% and 5% level of significance, but cannot reject the null at the 2%, or 1% level of significance You can reject the null at the 10%, 5%, and 2% level of significance, but cannot reject the null at the 1% level of significance