The distance of the point \(P(2,3)\) from the x-axis is
2
3
1
5

Step 1: A point in a plane is written as \((x,y)\).
Here, the given point is \(P(2,3)\), so \(x = 2\) and \(y = 3\).
Step 2: The x-axis is the horizontal axis. The distance of a point from the x-axis depends only on its y-coordinate.
Step 3: Formula: Distance from x-axis = \(|y|\).
Step 4: For \(P(2,3)\), \(y = 3\). So distance = \(|3| = 3\).
Step 5: Therefore, the distance of the point from the x-axis is 3 units. If we measure in SI, we say it is 3 metres (m).