Using coordinate geometry, prove that Quadrilateral MIKE is a Parallelogram:
![Using coordinate geometry prove that Quadrilateral MIKE is a Parallelogram class=](https://us-static.z-dn.net/files/d99/21f9ada8c439f991eb526f94f7c25b8a.png)
Answer:
Counting the unit on graph, we observes:
EK = MI = 8
EK // MI // x-axis
=> MEKI is parallelogram
Hope this helps!
:)
Answer: It has two pairs of parallel lines
Step-by-step explanation:
coordinates of E (-4,4) K (4,4) M(-6,-3) I( 2,-3)
The distance from E to K is 8 the same as the distance from M to I.
The distance from M to E is about 7.3 and the distance between K and I is the the same thing.