Lisa, Bree,and Caleb are meeting at an amusement park. They each enter at a different gate. Explain how the friends could calculate the point that is equidistant from all three gates.
YEaH, yeah we are. oof. I have the answers to the quiz tho!
1. C (40)
2. A (60)
3. A (DK=KE)
4. B (-5/2,-2)
5. C (the point of concurrency of the bisectors of the angles of the triangle)
6. B (II only)
7. Equidistant= (0,2) sorry you'll have to make up an explanation for this one guys.
8. I literally USEd YaDontWannaKnows answer but just switched it up.
ALSO!!
Merry Christmas, or Happy Hannakua, Feliz Navidad, if you don't celebrate have a fun break and a Happy New Year!!! <3
on another note....Kelsea, Zaydriana, cheating isn't good and you shouldn't do it. If you find this and read this tell me so I can laugh at how dumb this was. Love Y'all!!!
Can you please help me understand your answer better YaDon'tWannaKnow, because IDoWannaKnow. Can you explain it?
First you should make a triangle out of the three points. Net you would find the midpoint. And then make lines from the mid point to each point that is adjacent. Thats where you will see there intersection. Thats what i put for my answer.
Hope this helped!!
this is the most positive jiskha ive ever seen hahaha thanks for the answers!!
HAHAHAH I messed up on one of the answers.
5. B (The point of concurrency of the perpendicular bisectors of the sides of the triangle)
SORRY for the mishap!!
Also totally meant to say laugh at how dumb this was.
still searching up answers years later?
@Be my dad, I'll be your dad! Come, my son, let us take over the world together!!
Also, thank you, my son, for the answers to the test!
does anyone have the answers to 7 and 8 on the quiz??
Just wanted to let y'all know... you are loved and remember to Treat People With Kindness and have a good day :)
when you have 80 late lessons
To all those who are still confused, I shall be your assistant today my friends♠ May my work pleasure you and your quiz♠
♠By joining the entry point of all three friends to form a triangle and then finding the centroid of this triangle, then they can calculate the required point. First, join all the three entry points of the friends in order to form a triangle. Now we need to find the centroid of the triangle, so all three must start moving in the direction of the midpoint of the opposite side. In this way, the point equidistant from all the three gates can be calculated that it can.♠ May my work support you to do good♠ Fairwell, I hope to see you all my dear friends I've never met♠