Gage and Cheick are two friends who say they have no previous knowledge of statistics. They are going to take a placement test to see if they should start at the introductory level or not. The placement test is a multiple-choice test with 78 questions. Each question has 4 multiple-choice options with exactly one correct answer. What is the expected number (mean) of correct answers if a student were to randomly guess? (Do not round) What is the standard deviation for the number of correct answers if a student were to randomly guess? (Round to two decimal places) The usual number of correct answers, if a student were to randomly guess, would be to (Round to the nearest whole number that would be within the interval.) What is the probability of getting 19 or more questions correct if you are randomly guessing? (Round to four decimal places.) What is the probability of getting 49 or more questions correct if you are randomly guessing? (Round to four decimal places.) Gage got 19 questions correct. Cheick got 49 questions correct. Is it reasonable to believe that Gage had no prior knowledge of statistics? O yes O no Is it reasonable to believe that Gage had no prior knowledge of statistics? O yes Ond no Why or why not? Edit - Insert Formats BIUX, EEEEE Y XA Why or why not? Edit - Insert Formats BIU DE @ 3 E E Y Is it reasonable to believe that Cheick had no prior knowledge of statistics? O yes O no A Y A + Y