Question

ha \\(y = 5\\)

Explanation:

Identify the given equation

We are given the linear equation:

$$y = 5$$

Analyze the equation type

Using the Graphing Linear Equations knowledge point, we identify this as a special case of a linear equation where the \(x\)-term is missing. It represents a horizontal line.

Determine key characteristics

For any value of \(x\), the \(y\)-coordinate is always \(5\).

• Slope (\(m\)): \(0\)
• \(y\)-intercept: \((0, 5)\)

Plot key points

We can choose any two points where the \(y\)-coordinate is \(5\) to draw the line:

• Point 1: \((0, 5)\)
• Point 2: \((2, 5)\)

Draw the line

Connect the points with a straight horizontal line passing through \(5\) on the \(y\)-axis.

Answer:

To graph the equation \(y = 5\), draw a horizontal line that crosses the \(y\)-axis at the point \((0, 5)\).