The equation of the straight line passing through the point $(2, - 7)$ and parallel to x-axis, is

x = 2

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x = - 7

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y = - 7

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y = 2

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Solution

The correct option is C $y = - 7$
The equation of line requires slope and a point.

The point given is $(2, - 7)$ and
slope $(m)$ is zero ( as it is parallel to x-axis).

Putting in equation $y = m x + c$
So the correct solution is $y = - 7$ .

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The equation of the straight line passing through the point (2,−7) and parallel to x-axis, is

The correct option is C y=−7The equation of line requires slope and a point. The point given is (2,−7) and slope (m) is zero ( as it is parallel to x-axis). Putting in equationy=mx+cSo the correct solution is y=−7.

The equation of the straight line passing through the point $(2, - 7)$ and parallel to x-axis, is

The correct option is C $y = - 7$
The equation of line requires slope and a point.

The point given is $(2, - 7)$ and
slope $(m)$ is zero ( as it is parallel to x-axis).

Putting in equation $y = m x + c$
So the correct solution is $y = - 7$ .