Question

for each ordered pair, determine whether it is a solution to y = 1.
(x, y) | is it a solution?
| yes | no
(-5, 1) | 〇 | 〇
(-4, -6) | 〇 | 〇
(1, -2) | 〇 | 〇
(7, 3) | 〇 | 〇

Explanation:

Step1: Analyze (-5, 1)

The equation is \( y = 1 \). For an ordered pair \((x, y)\), we check if the \( y \)-value is 1. Here, \( y = 1 \), so it satisfies the equation.

Step2: Analyze (-4, -6)

The \( y \)-value is -6, which is not equal to 1. So it does not satisfy \( y = 1 \).

Step3: Analyze (1, -2)

The \( y \)-value is -2, not equal to 1. So it does not satisfy \( y = 1 \).

Step4: Analyze (7, 3)

The \( y \)-value is 3, not equal to 1. So it does not satisfy \( y = 1 \).

Answer:

For \((-5, 1)\): Yes
For \((-4, -6)\): No
For \((1, -2)\): No
For \((7, 3)\): No