Prove triangles are congruent.
It is easier to show congruent segments on the coordinate plane, rather than congruent angles.
SSS is the most common reason we will use to prove triangle are congruent on the coordinate plane.
(If we have right triangles, we could also use SAS or HL.)
What information could be used to prove whether or not ?
Prove whether a triangle is a right triangle.
Since right angles are formed by perpendicular lines, we try to prove whether two of the triangle's sides are perpendicular.
Prove whether or not is a right triangle.
The slope of is 3.
The slope of is -1/4.
The slope of is -4/3.
Since none of the slopes are opposite reciprocals, is not a right triangle.