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Standard Deviation (50 points) Dr. Cwetna recorded all of the grades on a unit test on the chart below. What is the mean and standard deviation of the distribution of individual grades? (18 points) 1. = _______________2. = _______________ Identify the following and label the dot-plot above (4 points each) 3. = _______________ and _______________ 4. = _______________ and _______________ 5. = _______________ and _______________ Find the percentage of test scores within each range listed above. 6. (4 points) Does the data indicate a normal distribution? ______________ 7. (6 points) Why or why not? 8. (10 points) We want to know the probability that a student selected randomly from her class would have an “A” (90 or above) in her class. Find the probability. Explain HOW to find the probability

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1. 82.75

2.10.65

3. 93.4, 72.1

4. 104.05, 61.45

5. 114.7, 50.8

6. Yes

7.  Because of the placement of these ranges on the graph

8. 35/91 = .38 %

By taking the amount of all of the students who scored a 90 or above and dividing it by the total amount of students.

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