You're probably helping so many students during this quarantine period. My teacher won't help me and this video made me stop crying mid mental breakdown.
Thank you for teaching us all during these crazy times. You've literally helped me teach myself the last 7 weeks of this semester during Stay-At-Home orders.
I made a couple videos on these. There are Eisenstein Triples, that are just like the Pythagorean Triples but work with cosine law instead of the distance function. There is a unit ellipse, just like the unit circle. The n-gons correspond to area rather than distance and angle. I'm just starting to learn about derivatives and integrals. I think I'll have another video on this soon. I do know the derivative or integral of sqrt(x^2+x+1) or sqrt(x^2-x+1) is part of the ellipse. Some of you may want to know that.
Sir, probably you made slight mistakes in your labelling, for the vertices pointing only on one point, it's just a vertex or you may call it vertices if this "label" points on two points. The one that you call vertex at the middle is actually the center of the ellipse, because when you say vertex, it's actually a turning point of a curve. These are the things what I initially observe because I was not able to finish the video. Hope you'll take it. God bless.
if x squared is divided by 2 and y squared is divided by 1, then the value of y squared (after being divided) will be bigger than that of x squared after being divided, since 2 is more to divide by than 1. So what is the logic in calculating for the major and minor axis? I didn't quite get this...
Sir, could you please tell me,what about an ellipse which has vertices in first and third quadrants ie major axis at an angle of between 0 degree and 90 degree w r X axis.please replay.
You're probably helping so many students during this quarantine period. My teacher won't help me and this video made me stop crying mid mental breakdown.
Jellybean I am doing prep for an important exam and I use all his videos
Jellybean It sounds like your bad teacher is enjoying the holiday, watching TV, doing crosswords, playing games, etc ....and getting paid.
Thank you for teaching us all during these crazy times. You've literally helped me teach myself the last 7 weeks of this semester during Stay-At-Home orders.
in the first two minutes, I got taught more than my own math teacher ever did.
Awesome!!! Happy to be able to help you out!
I have to present a seminar on ellipse and this helped me a lot. One of the best TEACHER
I guess I owe you a lot. You were my teacher for trig, now for geometry. Sincerely, Thank You.
you're such a good teacher, your videos help me so much especially with my online precalc summer class!
Thank you so much for this. I think I would have failed all my math classes without it
Fantastic! I love your enthusiasm and ability to articulate what you are explaining!
Did Jamie get better?
tbh this is what I was expecting online classes would be. not through power point but still like face to face lesson but recorded
Thanks Mr. McLogan you explained these concepts very well!!! I look forward to future videos.
شرح واضح ومفيد شكرا لك متابعك من دوله الامارات
he's an amazing teacher
:)
Best math teacher on the planet
thank you , your video helped me and made it easier to understand the ellipses
awesome! happy to help
I made a couple videos on these. There are Eisenstein Triples, that are just like the Pythagorean Triples but work with cosine law instead of the distance function. There is a unit ellipse, just like the unit circle. The n-gons correspond to area rather than distance and angle. I'm just starting to learn about derivatives and integrals. I think I'll have another video on this soon. I do know the derivative or integral of sqrt(x^2+x+1) or sqrt(x^2-x+1) is part of the ellipse. Some of you may want to know that.
I don't get why center is called vertex? If vertex is the outmost point on the major axis, how center is matching that?
Hi this was really helpful. Is there a video where you solve questions on this as well as talk about the latus rectum?
DAMN, he's good,,,, very easy to understand, unlike my teacher at school-
wow this was so helpful. thank you so much!
احسنتم وجزاكم الله خير الجزاء
GREAT MAN HERE
If I got this guy as my high school math teacher, I would all in for a physicist career. You the man Brian
OMG THANK YOU SO MUCH I UNDERSTAND
NIICE~~~
Thank you♥️
This is so helpful ,thanks!
you are very welcome!
very helpful
3:00 , 4:20 , 5:55 , 7:00, 9:30, 11:30 , 14:00 , 15:00, 17:00
THANK YOU MASTEEEEEEEEER!!!!
Aha this is the video to start with!
Now I know his favorite student is Alex
where can i find proof for c^2=a^2-b^2?
I feel like I'm in a typical class during the pandemic.
If I wanted to use this every day watch job should I apply for? just asking
Cosmology
Sir, probably you made slight mistakes in your labelling, for the vertices pointing only on one point, it's just a vertex or you may call it vertices if this "label" points on two points. The one that you call vertex at the middle is actually the center of the ellipse, because when you say vertex, it's actually a turning point of a curve. These are the things what I initially observe because I was not able to finish the video. Hope you'll take it. God bless.
Correct. The center is the center. NOT a vertex. Also, he mistakenly called the ellipses parabolas instead.
Brian Mclogan in 2014 saving me in 2021
Do you have anything on rotating comics? I’m so confused on my homework for them
unfortunately no, that is not something we cover in my pre-calc class
Brian McLogan Okay thank you.
10:00
How is an origin a vertex?
it is not, I miss spoke
If I was his student, I was second Einstein
Well at least I know what the a and b represent now... But what are the h and k?
Vertex
to answer your question to class I'll never use this in real life so it's means nothing and is useless to the every day joe!
Shed some light on the white board and you'll be perfect!
Yooo you my guy is goated
thank u king !
if x squared is divided by 2 and y squared is divided by 1, then the value of y squared (after being divided) will be bigger than that of x squared after being divided, since 2 is more to divide by than 1. So what is the logic in calculating for the major and minor axis? I didn't quite get this...
"yes the videos from 2006 are really helping"
Just wanna let you know that 7 years later these videos are the only thing that got me through my freshman math classes
If I was his student, I was second Einstein
*G.O.A.T at explaination*
Sir, could you please tell me,what about an ellipse which has vertices in first and third quadrants ie major axis at an angle of between 0 degree and 90 degree w r X axis.please replay.
Why would you angle an ellipse when you can make it simple?
Honestly you're the best man. Loads of love
You are very welcome!!
😱😱😱😱😱😱😱