How do I put these two equations below into a Table with at least 5 point.

2x-y=2
4x-2y=8

Important question: Am I suppose to have 1 table for each equations.

To put these two equations into a table with at least 5 points, you can create one table for both equations. Here's how you can do it:

1. Start by creating a table with three columns: x, y, and equation number.

2. Assign different values to x that you think would make calculations easier. Let's say you choose x = 0, 1, 2, 3, and 4.

3. For each value of x, substitute it into each equation to find the corresponding y value.

4. Begin with the first equation: 2x - y = 2. Substitute the chosen x values into the equation to find the corresponding y values and record them in the table. For example:
- For x = 0: 2(0) - y = 2 → -y = 2 → y = -2. So, the first row in your table would be (0, -2, equation 1).
- Repeat this process for the other chosen x values to get the corresponding y values for the first equation.

5. Now move onto the second equation: 4x - 2y = 8. Follow the same process, substitute the chosen x values into the equation, solve for y, and record them in the table. For example:
- For x = 0: 4(0) - 2y = 8 → -2y = 8 → y = -4. So, the first row in your table for the second equation would be (0, -4, equation 2).
- Continue this process for the remaining chosen x values to obtain the corresponding y values for the second equation.

6. Repeat steps 4 and 5 until you have recorded a minimum of 5 points in your table. Make sure to assign the correct equation number to each row.

In conclusion, you can create one table with three columns to record the x, y, and equation number. Substitute chosen x values into each equation separately, solve for corresponding y values, and record them in the table. Repeat this process until you have at least 5 points recorded.