ctivity: Make me Complete hoose your answers in the box elow. Midterm scores of selected Senior High School students in a100- item est \( 82,45,37,98,100,74,87,89,63 \) \( \quad 76,75,61,43,99 \)

**Step 1. List the scores** The midterm scores are given as: \[ 82,\; 45,\; 37,\; 98,\; 100,\; 74,\; 87,\; 89,\; 63,\; 76,\; 75,\; 61,\; 43,\; 99 \] **Step 2. Sort the scores in ascending order** Sorting the list we get: \[ 37,\; 43,\; 45,\; 61,\; 63,\; 74,\; 75,\; 76,\; 82,\; 87,\; 89,\; 98,\; 99,\; 100 \] **Step 3. Compute the Mean** To find the mean, add all the scores and divide by the number of scores. First, compute the sum: \[ 37+43+45+61+63+74+75+76+82+87+89+98+99+100=1029 \] There are 14 scores. Thus, the mean is: \[ \text{Mean} = \frac{1029}{14} = 73.5 \] **Step 4. Compute the Median** Since there are 14 scores (an even number), the median is the average of the 7th and 8th values in the sorted list. The 7th score is \(75\) and the 8th score is \(76\). Therefore, the median is: \[ \text{Median} = \frac{75+76}{2} = \frac{151}{2} = 75.5 \] **Step 5. Determine the Mode** A mode is the value that appears most frequently. Each score in the list appears exactly once. Thus, there is: \[ \text{No mode.} \] **Step 6. Compute the Range** The range is the difference between the maximum and minimum scores. The maximum score is \(100\) and the minimum score is \(37\). Hence, the range is: \[ \text{Range} = 100 - 37 = 63 \] **Final Answers** - Mean: \(73.5\) - Median: \(75.5\) - Mode: None (no mode) - Range: \(63\)