There is no reason to memorize the unit circle. The easy way to produce the unit circle is to divide a circle into 24 equal 15 degree graduations. Number these points from zero Pi to 2 Pi 0,1,2,3... then take those numbers and multiply them by Pi/12. You will have 8 extra locations on the your unit circle that you can use or throw away. The same method can be used to give you any number of equal graduations that is an even number. Just change the denominator to half that number.
Thanks Rehoboth, great explanation. I agree with you. No need to memorize the Unit Circle. I was trying to show the logic behind "building" the circle in case you need to explain why . . . I appreciate your clear explanation. Thanks!
@@FerranteMath Than you. I understand why it is important to know about the reasoning behind the unit circle and special right triangles. I also know a lot of people struggle with memorizing numbers by wrote. I figured out this method of determining exact radian measure some 20+ years ago in high school and have never met anybody who knew about it. I have always felt that it probably has a more important application somewhere but if it can help young people maybe that is just as important.
Have a quiz about this tomorrow and was having trouble with the radians. This definitely cleared up the confusion! Thank you so much!
Excellent! Glad it helped
thanks to YOU...i FINALLY understand Radians !! Halleluyah. !! very greateful to you for a simple, clear and precise demonstration. a 5STAR job !!
thank you for the awesome endorsement :)
wow best video ive seen so far on the topic and bro, trust me i watched a lot before. Thanks
You're welcome man. Glad it helped. . . and I really appreciate you taking the time to comment. Thank you!
I know it's an old video but thank you so much. The unit circle finally makes sense to me with your explanation
I have enjoyed the way you are teaching , thank you sir .
You are very welcome Rahul. I appreciate comments like yours!
finally someone explaining it so simply thank you.
you're welcome and thanks
You sir, just saved me my 11th grade math base! Thank you so much
Ily so much bro..
Lowkey was struggling sm with ts man
Thanks a lot!
This way actually makes so much sense!! Thank you!!
You're very welcome 🙂
your video made things so clear and logical, thank you very much!
You're very welcome!
Thank you so much, learning about it right now and I was so confused during class!
Happy to help!
really good video! loved how simple and slow you were!
you're welcome
I like to go slowly so people can digest what I'm saying
oh my gosh thank u soo much!!! this concept was killing me and i was for sure failing my test tmrw, now i have a slightly less chance yay !!
you're welome!
POV: you have a quiz tomorrow
Thanks For the help!
great video !!! really helped me out (quick little tip to maybe turn the exposure down a bit) a little too bright).
Thanks for the tip!
made it easy to memorize this, thank you very much for the making this video
You're very welcome C X!
Thank you very much Sir.
From Philippines
You are very welcome
If I take radius more then one then ?
Oh my god thank you this makes so much sense why was it never taught like this
thank you! glad it helped:)
OMG BEST EXPLANATION THANK YOU SO MUCH
Excellent! Glad it helped sash
Thank you so much that made it so much easier!!
My pleasure :)
Very easy to understand, thank you!
You are welcome!
Thank you so much, That was really helpful.
you're welcome Ehsan :)
Best video ever made !
thank you!
This pen is majestic, what is it? Also thank u for this lol I refuse to ask for help from others irl unfortch
thank you for doing this
my pleasure
glad it helped
Thank you so much
You're most welcome
This was amazing
🙏
Thanks!
you're welcome!
Thanks so much
very welcome Dylan
Those i’s are bothering me
There is no reason to memorize the unit circle. The easy way to produce the unit circle is to divide a circle into 24 equal 15 degree graduations. Number these points from zero Pi to 2 Pi 0,1,2,3... then take those numbers and multiply them by Pi/12. You will have 8 extra locations on the your unit circle that you can use or throw away. The same method can be used to give you any number of equal graduations that is an even number. Just change the denominator to half that number.
Thanks Rehoboth, great explanation. I agree with you. No need to memorize the Unit Circle. I was trying to show the logic behind "building" the circle in case you need to explain why . . . I appreciate your clear explanation. Thanks!
@@FerranteMath Than you. I understand why it is important to know about the reasoning behind the unit circle and special right triangles. I also know a lot of people struggle with memorizing numbers by wrote. I figured out this method of determining exact radian measure some 20+ years ago in high school and have never met anybody who knew about it. I have always felt that it probably has a more important application somewhere but if it can help young people maybe that is just as important.