To fill in the table using the function rule \( y = 29 - 3x \), we can choose some values for \( x \) and then calculate the corresponding values of \( y \).
Here’s a sample table:
| \( x \) | \( y = 29 - 3x \) | |---------|--------------------| | 0 | 29 - 3(0) = 29 | | 1 | 29 - 3(1) = 26 | | 2 | 29 - 3(2) = 23 | | 3 | 29 - 3(3) = 20 | | 4 | 29 - 3(4) = 17 | | 5 | 29 - 3(5) = 14 | | 6 | 29 - 3(6) = 11 | | 7 | 29 - 3(7) = 8 | | 8 | 29 - 3(8) = 5 | | 9 | 29 - 3(9) = 2 | | 10 | 29 - 3(10) = -1 |
You can replace the values of \( x \) with any other numbers to compute the corresponding \( y \) values using the given function.