The coordinates of a point, if its distance from $x$ -axis is $10$ and from negative $y$ -axis is $2$ are:

(10, 2)

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(10, - 2)

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(- 2, 10)

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(2, 10)

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Solution

The correct option is D $(2, 10)$
Here,
Abscissa $= 2$ $(∵$ Distance from $y$ -axis).
Ordinate $= 10$ $(∵$ Distance from $x$ -axis).

Therefore, the coordinates of the required point are $(2, - 10)$ , which is shown in the figure.

Hence, option $D$ is correct.

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The coordinates of a point, if its distance from x-axis is 10 and from negative y-axis is 2 are:

The correct option is D (2,10)Here,Abscissa =2 (∵ Distance from y-axis).Ordinate =10 (∵ Distance from x-axis).Therefore, the coordinates of the required point are (2,−10), which is shown in the figure.Hence, option D is correct.

The coordinates of a point, if its distance from $x$ -axis is $10$ and from negative $y$ -axis is $2$ are:

The correct option is D $(2, 10)$
Here,
Abscissa $= 2$ $(∵$ Distance from $y$ -axis).
Ordinate $= 10$ $(∵$ Distance from $x$ -axis).

Therefore, the coordinates of the required point are $(2, - 10)$ , which is shown in the figure.

Hence, option $D$ is correct.