Question:

The distance of point \((a, -b)\) from the \(x\)-axis is

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The distance from the \(x\)-axis is the absolute value of the \(y\)-coordinate.
Updated On: May 31, 2025
  • \(a\)
  • \(-a\)
  • \(b\)
  • \(-b\)
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The Correct Option is C

Solution and Explanation

Given:
Point \((a, -b)\)

Step 1: Understand what is asked
Find the distance of the point from the x-axis.

Step 2: Recall the distance formula from x-axis
The distance of any point \((x, y)\) from the x-axis is the absolute value of its y-coordinate.

Step 3: Identify the y-coordinate of the point
Here, the y-coordinate is \(-b\).

Step 4: Calculate the distance
Distance from x-axis = \(|-b| = b\) (assuming \(b > 0\))

Final Answer:
\[ \boxed{b} \]
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