Rotation About a Point (Not Origin) 3 Easy Steps!
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- Опубліковано 3 сер 2024
- In this video lesson we go through 3 examples involving rotating a point about a center of rotation that is different from the origin. We discuss the rules of rotation 90, 180, 270.
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I am a tutor (usually calculus, but I have a few geo students this year). I struggle with this concept and you have made it amazingly simple. From one teacher to another - you have an amazing gift for making this difficult concept very clear. Thank you for sharing it!
You’re welcome!
I Have No Words, You Deserve More !
Thanks for the very easy to understand lesson. I haven't looked at this in many decades and my daughter was having trouble with this. It took no time for her to understand and apply your lesson.
Glad it helped!
Hey man thanks so much for helping me.Tommorow is my exam and I'm watching this.This is really better than all the other videos,
Glad I could help!
Tomm my exam aw
U made an easier explanation than my teacher😂
Brilliant video, thank you!
Glad you enjoyed it!
My tuition teacher from now on ( subscribing rn)
Welcome to the channel!
I really appreciated your explanation!!
I'm so glad!
Thanks again ❤
You're welcome 😊
Thanks!
Welcome!
It’s the best and the easiest way
Thank you 🌹
You're welcome 😊
what a legend
It is an excellent show!
What should I do this if I just have points on a graph with no x and y axis and no units (essentially I don’t know where the origin is or the coordinates of the points)
thank you now i wont fail my geometry test
What if we have to rotate anti clockwise will we apply the same rule ?
Transformations, Translations, Reflections, Rotations & Dilations(Complete Geometry Course Lesson 5)
ua-cam.com/video/2JUDUCKCH2s/v-deo.html
😊
do these rules also work for the origin
Yes
what about the rroation rules for rotating clockwise?
90 degrees clockwise is the same rule as 270 degrees CCW
thank you
What about the angle been 45 what's the rotation rule
Please teach me if the angles was 45
wt bt rotating a function about a center of rotation that is different from the origin
That is what the video teaches
😂😂😂😂