Table 1 Student Weight Cholesterol Pressure Gender Student Weight Cholesterol Pressure Gender 147 213 127 F 30 129 194 114 M 156 174 116 M 31 111 184 104 3 112 193 110 F 32 156 191 118 M 4 127 196 110...

Extracted text: Table 1 Student Weight Cholesterol Pressure Gender Student Weight Cholesterol Pressure Gender 147 213 127 F 30 129 194 114 M 156 174 116 M 31 111 184 104 3 112 193 110 F 32 156 191 118 M 4 127 196 110 33 155 221 107 F 5 144 220 130 F 34 104 212 111 6 140 183 99 35 217 221 156 7 119 194 112 F 36 132 204 117 F 8 139 200 102 F 37 103 204 121 F 161 192 121 M 38 171 191 105 M 10 146 200 125 F 39 135 183 110 F 11 190 200 125 M 40 249 227 137 12 126 199 133 F 41 185 188 119 13 164 178 130 M 42 194 200 109 M 14 176 183 136 M 43 165 197 123 M 15 131 188 112 F 44 121 208 100 F 16 107 193 113 45 124 218 102 17 116 187 112 46 113 194 119 F 18 157 181 129 M 47 110 212 119 F 19 186 193 137 M 48 136 207 99 F 20 189 205 113 49 221 219 149 21 147 196 113 M 50 151 201 109 22 112 211 110 F 51 182 208 130 M 23 209 202 97 52 151 192 107 M 24 135 213 103 F 53 182 192 136 M 25 168 216 95 M 54 149 191 124 M 26 209 206 107 M 55 162 196 132 M 27 102 195 102 56 168 193 92 M 28 166 191 111 M 57 185 185 123 M


Extracted text: 4. Choose a random sample of 16 women ( female (F)) from the list provided in table 1, and use their weights to test the null hypothesis that the average weight of all the women on the list is not greater than 110 pounds. Use the 5 percent level of significance.