I knew there was a way l just didn't know how to accomplish it, I'm using this to lay out footings that have to hit certain points on the plot plan with no radius points. Thanks
Pick any two of the three points and construct the perpendicular bisector of those 2 points. Then pick a different pair of points-one point will get reused-and construct the perpendicular bisector of those 2 points. The intersection of the two perpendicular bisectors is the center of your circle.
This is the best (and simple) construction video I've seen so far. What is the tool you're using? I'm kinda curious.
I'm glad you think so! I use smart notebook for my construction videos.
Amazing 🎉🎉🎉
How easy it is😅
This construction is one of my favorites!
I like your explaination................
Thanks!
What an amazing solution to this problem. Thank you.
You're welcome! This is one of the most visually satisfying constructions!
Very Very thank you for this
I am glad you enjoyed the video. Thanks for your support!
I have an EGD final tomorrow and i couldnt remember, or find notes on, how to do this..
Life saver🙏
Good luck on your test! This is my favorite construction in geometry
I knew there was a way l just didn't know how to accomplish it, I'm using this to lay out footings that have to hit certain points on the plot plan with no radius points. Thanks
Happy to help! Good luck with the project.
Thanks 💫🌟
@@OmarAshraf-l2u welcome! This is one of my favorite constructions!
Wow amazing, it works!
Out of algebra, geometry and trig, I find geometry to be the most visually appealing. This is definitely one of the gems of the many constructions.
It's just amazing 🤩😇🥺 you made it crystal clear sir ☺️
Thank you so much 😀 Best wishes with the rest of geometry!
Thankyouuu so much for this!❤
You're welcome 😊 This is a very visually satisfying construction!
Best wishes with the rest of your school year.
i understand this video but i don't understand how to do this when the points are in different locations. like where do i form the arcs???
Pick any two of the three points and construct the perpendicular bisector of those 2 points. Then pick a different pair of points-one point will get reused-and construct the perpendicular bisector of those 2 points. The intersection of the two perpendicular bisectors is the center of your circle.
Thank you so much sir
Most welcome! Best wishes with geometry!
@@vinteachesmath thank you sir 🙏
I have a test today and this helped a lot!! Thank you
Glad it helped! Let me know how your test goes!
I found this very helpful! Ty!!
I'm so glad! I enjoy this construction the most!
Thank uh
Happy to help!
hahahah thank you a lot
Welcome! I hope geometry is going well for you!