Stats homework

The data shows the weights of samples of two different sodas. Test the claim that the weights of the two sodas have the same standard deviation using a "count five" test. x 0.8089 0.7959 0.7895 0.7958 0.7911 0.7953 0.7861 0.8058 0.7847 0.7845 y 0.8167 0.8466 0.8359 0.8037 0.8084 0.8188 0.7843 0.8248 0.7848 0.8005 Find the MAD of each x value. Recall that the MAD of the sample value is |x - x|. x 0.8089 0.7959 0.7895 0.7958 0.7911 0.7953 0.7861 0.8058 0.7847 0.7845 MAD 0 (Round to four decimal places as needed.) Find the MAD of each y value. y 0.8167 0.8466 0.8359 0.8037 0.8084 0.8188 0.7843 0.8248 0.7848 0.8005 MAD (Round to four decimal places as needed.) b. Let c, be the number of MAD values in the first sample that are greater than the largest MAD value in the second sample. Also, let c2 be the number of MAD values in the second sample tha greater than the largest MAD value in the first sample. C2 c. If the sample sizes are equal, use a critical value of 5. If not, use the formula below to find the critical value. log (a/2) n1 log My + n2 The critical value is (Type an integer or decimal rounded to one decimal place as needed.)