Find the range of the following sets of scores:
Consider the data provided in the table:
Find the range of the scores.
State the mode.
Score | Frequency |
---|---|
68 | 16 |
69 | 41 |
70 | 30 |
71 | 31 |
72 | 49 |
73 | 29 |
Which sets of data have the same range?
Set A: \, 3, \, 10, \, 12, \, 20, \, 24
Set B: \, 8, \, 21, \, 34, \, 61
Set C: \, 16, \, 25, \, 33
Set D: \, 1, \, 11, \, 20, \, 22
Which set of data has the smallest range?
Set A: \, 13, \, 16, \, 19, \, 21, \, 24
Set B: \, 15, \, 24, \, 50, \, 58
Set C: \, 6, \, 8, \, 16, \, 35, \, 40
Set D: \, 8, \, 14, \, 19, \, 24, \, 28
Which set of data has the largest range?
Set A: \,101,\, 105,\, 118,\, 129,\, 136
Set B: \,19,\, 23,\, 25,\, 28,\, 29
Set C: \,22,\, 25,\, 43,\, 45,\, 57
Set D: \,104,\, 107,\, 113,\, 128,\, 141
A group of students had a range in scores of 14 and the least score was 9. Find the greatest score in the group.
The range of a set of scores is 8, and the greatest score is 19. Find the least score in the set.
Here are Paul's scores from his last 13 rounds of golf played:64, \, 66, \, 68, \, 70, \, 72, \, 74, \, 78, \, 84, \, 102, \, 106, \, 112, \, 124, \, 128
Find his median score.
Find the lower quartile score.
Find the upper quartile score.
Here are Adam's scores from his last 17 exams:38, \, 44, \, 48, \, 51, \, 56, \, 58, \, 62, \, 70, \, 74, \, 78, \, 80, \, 82, \, 85, \, 88, \, 92, \, 94, \, 100
Find his median score.
Find the lower quartile score.
Find the upper quartile score.
Consider the following set of scores:
33,\, 38,\, 50,\, 12,\, 33,\, 48,\, 41
Sort the scores in ascending order.
Find the number of scores.
Find the median.
Find the first quartile.
Find the third quartile.
Find the interquartile range.
Consider the following set of scores:
13,\, 15,\, 5,\, 16,\, 7,\, 20,\, 12
Sort the scores in ascending order.
Find the number of scores.
Find the median.
Find the range.
Find the first quartile.
Find the third quartile.
Find the interquartile range.
Consider the given frequency table:
Sort the scores in ascending order.
Find the number of scores.
Find the median.
Find the first quartile.
Find the third quartile.
Find the interquartile range.
Score | Frequency |
---|---|
5 | 3 |
13 | 3 |
16 | 2 |
28 | 2 |
31 | 3 |
38 | 4 |
48 | 2 |
In a competition, a contestant must complete 12 challenges earning as many points as possible. Her scores for the first 11 challenges are:
32,\, 38,\, 45,\, 55,\, 66,\, 86,\, 94,\, 98,\, 106,\, 108,\, 117
Find her score in the 12th round if the lower quartile of all of her 12 scores is 47.5.