When a line approaches a horizontal orientation, its slope approaches zero. This means that for any change in the x-axis, there is little to no change in the y-axis, indicating a flat or nearly flat relationship between the two variables. As the line gets closer to being perfectly horizontal, the slope becomes exactly zero, signifying no vertical change regardless of horizontal movement.
It gets closer to 0.
Line turns towards x - axis and angle between positive x direction and line gets reduced
As the slope gets smaller and smaller the line gets flatter and flatter (or more horizontal).
it gets larger
As the line approaches a horizontal position, the slope, or steepness, of the line decreases. This means that for a given change in the horizontal direction (x-axis), the change in the vertical direction (y-axis) becomes smaller. Eventually, if the line becomes completely horizontal, the slope becomes zero, indicating no vertical change regardless of horizontal movement.
It gets closer to 0.
Line turns towards x - axis and angle between positive x direction and line gets reduced
As the slope gets smaller and smaller the line gets flatter and flatter (or more horizontal).
it gets larger
What do you mean? As in if you connect two points that make a horizontal line? Are you trying to figure out the Slope? The slope of a horizontal line is 0. And the slope of a vertical line is undifined. If that's what you were asking. Or if you were asking plainly what it is when that happens, it's just a horizontal line.
If dy = 0 then you have a horizontal line.
It approaches a horizontal line
The line becomes more and more level (horizontal).
less steep (apex)
You draw a horizontal line on the x-intercept.
A horizontal line.A horizontal line.A horizontal line.A horizontal line.
The line gets less steep.