Equation of line parallel to x-axis and at a distance of $2$ units above the origin is:

x = 2

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x = - 2

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y = - 2

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y = 2

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Solution

The correct option is C $y = 2$
We know that the equation of a straight line parallel to $x - a x i s$ at a distance $p$ from it is $y = p$ .

Therefore, the equation of a straight line parallel to $x - a x i s$ at a distance $2$ units above the $x - a x i s$ is $y = 2$ .

Hence, this is the answer.

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Equation of line parallel to x-axis and at a distance of 2 units above the origin is:

The correct option is C y=2We know that the equation of a straight line parallel to x−axis at a distance p from it is y=p.Therefore, the equation of a straight line parallel to x−axis at a distance 2 units above the x−axis is y=2.Hence, this is the answer.

Equation of line parallel to x-axis and at a distance of $2$ units above the origin is: