Question

Any line with a slope of zero is parallel to the

Answer 1

x-axis

Explanation:

A slope of zero means a line is a horizontal line. This would be parallel to the x-axis, since it runs horizontally.

Answer 2

x-axis

Explanation:

a line in the cartesian plane is defined by the general equation:

`y=mx+b`

where
`m` is the slope and
`b` is the y-intercept, so for a given
`x` value this return a value for
`y`.

When the slope of a line is equal to zero (
`m=0`) we have:

`y=b` (
`y` has always the same constant value)

which means that the value of
`y` for any given
`x` is the same, we have a constant function, that is represented in the plane as a horizontal line.

So when the slope is zero the line is a horizontal line, which is parallel to the x-axis since the x-axis is also a horizontal line.