Difference between revisions of "Point-slope form"
(Created page with "==Point Slope Form== Point-slope form is a form of graphing the linear equation on the coordinate plane. It is one of the three common ways to represent lines as equations; th...") |
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Point-slope form is a form of graphing the linear equation on the coordinate plane. It is one of the three common ways to represent lines as equations; the other two are standard form (<math>Ax+By=C</math>) and [[slope intercept form]] (<math>y=mx+b</math>). | Point-slope form is a form of graphing the linear equation on the coordinate plane. It is one of the three common ways to represent lines as equations; the other two are standard form (<math>Ax+By=C</math>) and [[slope intercept form]] (<math>y=mx+b</math>). | ||
==Equation== | ==Equation== | ||
| − | Given a point on a line in the coordinate plane, <math>( | + | Given a point on a line in the coordinate plane, <math>(a,b)</math> and the slope of the line, <math>m</math>, the equation <math>y-b=m(x-a)</math> is satisfied for all points on the line. |
Revision as of 14:14, 15 March 2020
Point Slope Form
Point-slope form is a form of graphing the linear equation on the coordinate plane. It is one of the three common ways to represent lines as equations; the other two are standard form (
) and slope intercept form (
).
Equation
Given a point on a line in the coordinate plane, 
and the slope of the line, 
, the equation 
is satisfied for all points on the line.
