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The slope of a line is a measure of
the "steepness" of the line.
Cartesian plane, the slope of a line can be
computed from any two points on the line.
( y1 - y2 ) /
( x1 - x2 )
where x1 and y1
are the x and y coordinates for the first point; and
where x2 and y2
are the x and y coordinates for the second point.
A positive slope is indicated by a line that goes up as you
move from left to right along the X axis. A negative slope is indicated
by a line that goes down as you move from left to right. And
when the line is horizontal, the slope is zero. A line with zero slope
is parallel to the X axis. In the figure above, the blue line has a
positive slope; the red line, a negative slope; and the green line,
In the equation for a straight line, shown below, slope is one
of the key parameters:
y = mx + b
where m is the slope of the line,
b is the
y intercept of the line, x is the independent variable,
and y is the dependent variable.