below is the test scores for students in a statistics class.80,65,79,83,60,79,90,77,84,93.the professor assigned a grade of c to students whose test scores were within 5 points of the mean in either direction .how many students got cs?list their test scores.

Add the scores. Divide the sum by 10.

Ms. Sue's response gives you the mean. Then count the number of scores within ± 5.

To find out how many students received a grade of C and list their test scores, we need to follow these steps:

1. Calculate the mean of the test scores.
2. Determine the range within 5 points of the mean.
3. Identify the students whose test scores fall within that range and list their scores.

Let's go through these steps one by one.

Step 1: Calculate the mean of the test scores.
To find the mean, sum up all the test scores and divide by the total number of scores. In this case, we have 10 test scores:

80 + 65 + 79 + 83 + 60 + 79 + 90 + 77 + 84 + 93 = 770

Next, divide the sum by the number of scores:

770 / 10 = 77

The mean of the test scores is 77.

Step 2: Determine the range within 5 points of the mean.
To find the range within 5 points of the mean, we need to subtract and add 5 to the mean.

77 - 5 = 72
77 + 5 = 82

The range within 5 points of the mean is 72 to 82.

Step 3: Identify the students whose test scores fall within that range and list their scores.
From the given test scores, we can see that the following students have scores within the range of 72 to 82:

65, 79, 77, 79, 60, 77

Therefore, a total of 6 students received a grade of C, and their test scores are 65, 79, 77, 79, 60, and 77.