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Math 201 QuizSB name A computer software vendor claims that a new version of its operating system will crash fewer than 6 times per year on average. A system administrator installs the operating system on a random sample of 41 computers. At the end of the year, the sample mean number of crashes is 4.9, with a sample standard deviation of 2.6. Perform a hypothesis test for this situation. Use the traditional method of hypothesis testing and a = 0.01 for a significance level. Directions: Below, is a student's answer to the above question. Your job is to point out all errors in the student's traditional method hypothesis test for this situation. (in other words, "correct" the student's answer). Fix the errors and add whatever is missing. If you print it out, circle what's wrong and write the correction next to it. If you don't print it out, make 2 columns, one entitled ERRORS and one entitled CORRECTIONS. 6 - 4.9 2.6/141 = 2.709 Rejection Region t, = Critical value = - 2.326 t = -2.326 4) Since 2.709> - 2. 326, DO NOT Reject 5) DO NOT Reject H