Using the information obtained from the previous study about planning permits, the following data was obtained for the hypothesis test: H 0 : = 670 , H a : 670 Assume the significance level is = 0.025 . The z test statistic is calculated as 1.26 What is the p value and conclusion for this hypothesis test? Move the blue dot to choose the appropriate test (left-, right, or two-tailed). Use the graph below to move the slider to the test statistic in order to find the p-value. Then, make a conclusion based on those results. x y a2 ab 7 8 9 ( ) < > 4 5 6 |a| , 1 2 3 0 . = + Select the correct answer below: The p value is 0.2076. Fail to reject the null hypothesis H 0 . The civil engineer does NOT have sufficient evidence that the average number of planning permits submitted by a city every year is different than 670 permits. The p value is 0.2076. Reject the null hypothesis H 0 . The civil engineer has sufficient evidence that the average number of planning permits submitted by a city every year is different than 670 permits. The p value is 0.7924. Fail to reject the null hypothesis H 0 . The civil engineer does NOT have sufficient evidence that the average number of planning permits submitted by a city every year is different than 670 permits. The p value is 0.7924. Reject the null hypothesis H 0 . The civil engineer has sufficient evidence th