what is the solution and answer of this questions?
Solve each of the following: Y 2022-202.. (20 pts) 1.) The number of transactions per day in various Automated Teller Machines in a city is as follows: 95, 107, 110, 101, 122, 96, 94, 104, 131, 90, 111, 103, 97, 100, 120, 85, 108, 119, 130, 88, 128, 92, and 120 ments Determine the following: a) ninth decile: b) twenty-third percentile; c) third quartile d) interquartile range e) quartile deviation; f) percentile of 120 ATM transactions. (80 pts.) 2.) The following are the sizes ( to the nearest thousandth of a micron ) of particles of cement dust in a cement factory: tton 161 105 111 162 181 191 132 119 110 212 169 101 133 186 129 183 138 103 tons 132 122 172 114 125 132 107 154 177 142 143 149 142 102 156 139 188 146 193 175 127 206 164 214 163 213 129 ive 161 124 115 155 109 135 137 167 130 4 151 143 172 172 194 104 150 158 178 212 126 126 116 146 218 207 120 130 122 193 204 195 216 194 198 219 209 152 185 106 135 123 137 113 Faculty nce Using the procedure discussed in class, make a frequency distribution table of this survey data. Show your detailed solution such as computing for range, n by the no. of classes, class size, lower-class limits, and upper-class limits. Find the mean, median, mode, variance, standard deviation, mean absolute deviation, Interquartile Range, Quartile Deviation, sixth decile, eighth decile, thirteenth percentile, and eighty-eight percentile of this grouped data. Indicate which of the classes each of these is located in. For example, the median class is in the 172-185 class, and the thirteenth percentile is in the 186-197 class. For each of these, show your detailed solution. To determine the number of classes, follow the following rules: If you belong to an ODD-Numbered Group, that is, Group 1, 3, 5. 7. 9, or 11 use Rule 2 : k = roundup [ 1 + 3.322 log(n] ] ; Note: log(n) means log base 10 of n examples: k=roundup[1+ 3.322log(40] - roundup[6.32] = 7; k=roundup[1+ 3.322log(260]] = roundup[9.02..] = 10. If you belong to an EVEN-Numbered Group, that is Group 2, 4. 6, 8, or 10 use Rule 1 : the lowest integerk such that 24 > n