Miranda measures the temperature in her town at noon everyday for a week. The results are as follows: 72°F, 57°F, 68°F, 69°F, 82°F, 82°F, 81°F. Identify two measures of center for the data set and one measure of variability
Questions:
1. Find the mean of the data set: 2,5,5,6,8,9,13,14,15,18.
2. Find the median of the data set: 2,5,5,6,8,9,13,14,15,18.
3. Find the mode of the data set: 2,5,5,6,8,9,13,14,15,18.
4. Find the range of the data set: 2,5,5,6,8,9,13,14,15,18.
5. Miranda measures the temperature is in her town at noon every day for a week the results are as follows: 72°F, 57°F, 68°F, 69°F, 82°F, 82°F, 81°F identify two measures of center for the data set and one measure of variability.
answers:
1. 9.5
2. 8.5
3. 5
4. 16
5. One measure of center is the mean, which is 73°F. Another is the median, which is 72°F. One measure of variability is the range, which is 25°F
May she rest in peace
rest in peace
plz someone help
Hint:
the range is 82 - 57 = 25
A. One measure of center is the mean, which is 72°F. Another is the median, which is 73°F. One measure of variability is the mode, which is 82°F
B. One measure of center is the mean, which is 73°F. Another is the median, which is 72°F. One measure of variability is the mode, which is 82°F.
C. One measure of center is the median, which is 72°F. Another is the mode, which is 82°F. One measure of variability is the range, which is 7°F
D. One measure of center is the mean, which is 73°F. Another is the median, which is 72°F. One measure of variability is the range, which is 25°F