Presentation is loading. Please wait.

Presentation is loading. Please wait.

TEQ – Coordinate Geometry. Since the slopes of the opposite sides of ABCD are equal, they are parallel. Since the opposite sides of ABCD are parallel,

Similar presentations


Presentation on theme: "TEQ – Coordinate Geometry. Since the slopes of the opposite sides of ABCD are equal, they are parallel. Since the opposite sides of ABCD are parallel,"— Presentation transcript:

1 TEQ – Coordinate Geometry

2 Since the slopes of the opposite sides of ABCD are equal, they are parallel. Since the opposite sides of ABCD are parallel, then ABCD is a parallelogram. Since the slopes of consecutive sides of ABCD are NOT negative reciprocals, they are not perpendicular. Thus, no right angles are formed and ABCD is not a rectangle.

3 Since two sides of JEN are congruent, JEN is isosceles. Since two consecutive sides of JEN have negative reciprocal slopes, then they are perpendicular. Since they are perpendicular, they form a right angle making JEN a right triangle.

4

5 Since the slopes of the opposite sides of ADEF are equal, they are parallel. Since the opposite sides of ADEF are parallel, then ADEF is a parallelogram.

6 Since two consecutive sides of ADEF are not congruent, ADEF is not a rhombus.

7

8 Since the slopes of RA and PT are equal, they are parallel.


Download ppt "TEQ – Coordinate Geometry. Since the slopes of the opposite sides of ABCD are equal, they are parallel. Since the opposite sides of ABCD are parallel,"

Similar presentations


Ads by Google