Group 1 | Group 2 |
139 | 96 |
134 | 90 |
125 | 113 |
120 | 101 |
115 | 104 |
91 | 123 |
129 | 106 |
141 | 106 |
122 | 107 |
154 | 139 |
121 | 130 |
117 | 107 |
94 | 106 |
97 | 124 |
138 | 129 |
93 | 113 |
116 | 143 |
132 | 144 |
133 | 120 |
152 | 120 |
129 | 95 |
114 | 150 |
126 | 100 |
109 | 155 |
150 | 133 |
113 | 93 |
105 | 123 |
118 | 97 |
101 | 151 |
You need to create two HISTOGRAMS: one for Group 1 and another for Group 2. The results reflect the heaviest single lift between 2 groups of 30 participants as part of a strength building program. | ||||||||
Please provide your interpretation of the results. For example, you might want to compare | ||||||||
the two histograms and point out the similarties and differences. You may want to share some | ||||||||
relevant descriptive statistics about the two groups of data. |
COMMENT: MEAN AND MEDIAN ARE APPROXIMATELY EQUAL DATA ARE NORMALLY DISTRIBUTED.
COMMENT:As we can see from our histogram for group 2 data as most values are clustered around the left tail of the distribution while the right tail of the distribution is longer. Also MEAN >MEDIAN
If we compare these two distribution we will find that Histogram for group 2 is showing more dispersion as compared to Histogram for group 1.
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