Question

graph $y = 5$.

Explanation:

Step1: Analyze the equation

The equation \( y = 5 \) is a horizontal line. For any value of \( x \), the value of \( y \) is always 5. This means the line is parallel to the \( x \)-axis and passes through the point where \( y = 5 \) on the \( y \)-axis.

Step2: Identify points on the line

We can choose two points to draw the line. For example, when \( x = 0 \), \( y = 5 \) (so the point is \( (0, 5) \)). When \( x = 3 \), \( y = 5 \) (so the point is \( (3, 5) \)). When \( x=-2 \), \( y = 5 \) (point \( (-2, 5) \)).

Step3: Draw the line

Plot the points \( (0, 5) \), \( (3, 5) \), \( (-2, 5) \) (or any other points with \( y = 5 \)) on the coordinate plane and draw a straight horizontal line through them. This line will be parallel to the \( x \)-axis and at a height of 5 units above the \( x \)-axis.

Answer:

To graph \( y = 5 \), draw a horizontal line parallel to the \( x \)-axis that passes through all points with a \( y \)-coordinate of 5 (e.g., \( (0, 5) \), \( (3, 5) \), \( (-2, 5) \)) on the coordinate plane.