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X Final Project X MMWPS6.docx X Permission Denied! | Course Here X Blank Quiz X + V C coursehero.com/u/file/81500314/MMWPS6docx/?justUnlocked=1#/doc/qa Rate 5 more documents to earn
X Final Project X MMWPS6.docx X Permission Denied! | Course Here X Blank Quiz X + V C coursehero.com/u/file/81500314/MMWPS6docx/?justUnlocked=1#/doc/qa Rate 5 more documents to earn a free unlock Helpful 7 Unhelpful You'll get a faster answer if you only include one Related Document question and provide all necessary context for your tutor Is this document missing answers? E. Get FREE answers and explanations from our Expert Tutors in as fast 1 Get Answers BIU X X2 13 := = . . . as 15 minutes Add to Library Type your question or attach a picture here. 9 + Page: 1 of 3 + Automatic Zoom 1. Assessing Normality Many times in statistics it is necessary to see if a set of data values is approximately normally Report distributed. There are special techniques that can be used. One technique is to draw a histogram for the data and see if it is approximately bell-shaped. (Note: It does not have to be exactly symmetric to be bell-shaped.) (20 pts.) The numbers of branches of the 50 top libraries are shown. . . . More 67 84 80 77 97 59 62 37 33 42 36 54 18 12 19 33 49 24 25 22 Next 24 29 9 21 21 24 31 17 15 21 13 19 19 22 22 30 41 22 18 20 26 33 14 14 16 22 26 10 16 24 Source: The World Almanac and Book of Facts. 2. Select the best subject Construct a frequency distribution for the data. b. Construct a histogram for the data. c. Describe the shape of the histogram. d. Based on your answer to question 3, do you feel that the distribution is approximately 3. Enter the course (optional) normal? In addition to the histogram, distributions that are approximately normal have about 68% of the values fall within 1 standard deviation of the mean, about 95% of the data values fall within Submit Question 2 standard deviations of the mean, and almost 100% of the data values fall within 3 standard deviations of the mean. e. Find the mean and standard deviation for the data. f. What percent of the data values fall within 1 standard deviation of the mean? e 8:16 AM 1/12/2022
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