Question:

The distance of point \(P(3a, 4a)\) from y-axis is

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Distance from y-axis = \(|x|\), from x-axis = \(|y|\)
Updated On: May 20, 2025
  • \(3a\)
  • \(-3a\)
  • \(4a\)
  • \(-4a\)
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The Correct Option is A

Solution and Explanation

To find the distance of a point from the y-axis, we need to consider the x-coordinate of the point. The distance of any point \((x, y)\) from the y-axis is the absolute value of its x-coordinate.

Given the point \(P(3a, 4a)\), the x-coordinate is \(3a\). Therefore, the distance of point \(P\) from the y-axis is the absolute value of \(3a\):

\[\lvert 3a \rvert = 3a\]

Thus, the correct answer is:

\(3a\)

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