The distance of the point A(2,3,2) from the x-axis is

Question

The distance of the point A(2,3,2) from the x-axis is (A) 5 (B)  √13 (C) 2 √5 (D) 5√2

Tardigrade Admin · Accepted Answer

We have to take the distance of point A(2, 3, 2) from x-axis. So, we have to take the distance of y and z coordinate of the point from origin = √32+22 = √13

Q. The distance of the point $A (2, 3, 2)$ from the $x$ -axis is

$5$

$13$

$25$

$52$

We have to take the distance of point $A (2, 3, 2)$ from $x$ -axis.
So, we have to take the distance of $y$ and $z$ coordinate of the point from origin
$= 3^{2} + 2^{2} = 13$

Q. The distance of the point A(2,3,2) from the x-axis is

5

13​

25​

52​

We have to take the distance of point A(2,3,2) from x-axis. So, we have to take the distance of y and z coordinate of the point from origin =32+22​=13​

Q. The distance of the point $A (2, 3, 2)$ from the $x$ -axis is

$5$

$13$

$25$

$52$

We have to take the distance of point $A (2, 3, 2)$ from $x$ -axis.
So, we have to take the distance of $y$ and $z$ coordinate of the point from origin
$= 3^{2} + 2^{2} = 13$