A community college has 7647 students currently enrolled in classes. To gain the students' opinions about an upcoming building project, the college president wishes to obtain a simple random sample of 8 students. He numbers the students from 1 to 7647 Complete parts (a) and (b) below. Click the icon to view the random number table. (a) Using the provided random number table, the president closes his eyes and drops his ink pen on the table. It points to the digit in row 2 , column 4 . Using this position as the starting point and proceeding downward, determine the numbers for the 8 students who will be included in the sample The numbers for the students are (Use a comma to separate answers as needed.)

To determine the specific student numbers for the simple random sample, we need access to the random number table mentioned in the problem. Since the selection starts at **row 2, column 4** of the table and proceeds downward, the exact numbers depend on the digits present in that particular section of the table. **Here's how you can proceed once you have the random number table:** 1. **Locate the Starting Point:** - Find **row 2**, **column 4** in the random number table. This is your starting digit. 2. **Generate Student Numbers:** - From the starting digit, read consecutive digits downward (i.e., move vertically down the column). - Group the digits appropriately to form numbers between **1** and **7647**. Since the college has 7647 students, each student number should be a 1- to 4-digit number. - **Skip any numbers** that are outside the range **1 to 7647** or any duplicates to ensure each selected student is unique. 3. **Continue Until You Have 8 Unique Numbers:** - Continue moving downward, selecting valid and unique numbers until you have a total of **8** student numbers. **Example (Hypothetical):** Assume the digits starting at row 2, column 4 are as follows (reading downward): - Row 2: 5 - Row 3: 3 - Row 4: 8 - Row 5: 1 - Row 6: 9 - Row 7: 2 - Row 8: 7 - Row 9: 4 Grouping these digits to form numbers: 1. **53** (if within 1-7647) 2. **81** 3. **92** 4. **74** 5. **...** (continue until you have 8 unique numbers) **Note:** The above numbers are purely illustrative. You'll need to refer to your specific random number table to extract the accurate student numbers. **Conclusion:** Please refer to the random number table provided with your materials, start at row 2, column 4, and follow the steps outlined above to determine the exact student numbers for your sample.