Question

consider x = -1. a. complete the table for the equation. x y 0 1 2

Explanation:

The equation given is \( x = -1 \). This is a vertical line where the value of \( x \) is always -1, regardless of the value of \( y \). So, for any \( y \)-value (0, 1, 2 in this case), the corresponding \( x \)-value will be -1.

Step 1: For \( y = 0 \)

Since the equation is \( x = -1 \), when \( y = 0 \), \( x \) is still -1.

Step 2: For \( y = 1 \)

Using the equation \( x = -1 \), when \( y = 1 \), \( x \) remains -1.

Step 3: For \( y = 2 \)

Again, from the equation \( x = -1 \), when \( y = 2 \), \( x \) is -1.

Answer:

\( x \)	\( y \)
-1	1
-1	2