01 - Conic Sections: Ellipses - Graphing, Equation of an Ellipse, Focus - Part 1

[@jameskayizzi4427]

How i wish this Gentle man was my tutor at college. He is naturally gifted by God

[@phil97n]

Possibly gifted by science

[@briankelly5828]

@@phil97n Science isn't a person.

[@TF-cy9ei]

i look at your videos for help and i wish i had you as my teacher

[@MathAndScience]

Awww thanks! Good luck to you!

[@fesalvehbi6511]

Being watching most explanations on eclipses you did it the best.

[@TheZmoliver]

Thank you. I did all the ellipse problems in my book just fine but it's so nice to see someone explain the WHY of it all. You put it in as much of a narrative as one possibly can in math and that's how a lot of people's brains remember stuff. Including mine!

[@kabouch]

Since f^2=j^2-n^2 where f is the focal length( the distance between the centre and either of the two foci), j is the major radius, and n is the minor radius, f is zero when j=n; consequently; the two foci coincide at the centre of the circle.

[@erdemayd34]

Can you share the link of the rest of the lesson?

[@gibmedepusib0ss]

I UNDERSTAND!!!!! THANK YOU!!!!!!

[@beena2a]

Awesome Explanation!

[@FranciscoBowditch]

Wow I enjoyed the tutorial, 😍♥️

[@user-qt4sq5uh5n]

Great work sir🫡

[@AmanKumar-uj2jq]

Love from india 🇨🇮

[@brenda.castaneda]

THIS IS SUCH A GOOD EXPLANATION THANK YOU SO MUCHHH!!!!

[@josephlim6131]

why the succeeding videos are private

[@gameliadeti2967]

This lecturer tutorial is very interesting i normal understand his teachings

[@MP-yo2fx]

Thank God for you! I really mean that!!

[@sayidbekbahromov]

Why so many videos are private in this unit,

[@brandonmorad737]

Most skillfully and beautifully explained. Thank you.

[@braineater351]

Is there a part 2 or what playlist is this video from?

[@The_Waffle_Thing]

this guy is goated

[@mwlmaswagaa.c8880]

SUPERB PRESENTATION SIR. #thanks indeed !

[@crymakumbe1857]

Very powerful and clear, Doctor. Please add some exam oriented questions based on conic section so that we can try to see how to handle them.... Thank you..

[@tresajessygeorge210]

THANK YOU... SIR...!!! GREAT...!!!

[@MathAndScience]

Most welcome!

[@Knight07-1]

Nice explanation sir thank you. But why the other parts are hidden only two parts are available ??

[@hilllanza]

Nice . Thank u for teach us..👍👍

[@MathAndScience]

You are very welcome!

[@elizabethandreas9102]

this was the best

[@MathAndScience]

Thank you!

[@shaddeihagen8792]

Thank you. !! Great explanation could you please do some videos on Cartesian geometry?!

[@onyebuchiemekapeter586]

Great lecture.. thank you so much

[@phil97n]

Many thanks...

[@ndimugulumizadaniel8406]

Very important

[@HIMACHAL1971]

Million of thanks sir

[@qayumshahmanduzai630]

Great works! Where is part2

[@LukmanAbdulGaniw-ui6pd]

Doctor I wish I am attends the school you teaches. Perfect explanation.

[@AsBi1]

i love your teaching style.

[@yt_bharat]

Brilliant classes, thank for such brilliant free education, regards from India

[@farhadkhalasi108]

It is easy to learn conic sections and also the different kinds of conic sections.

[@mukhtaarjaamac8763]

Pythogras makes circle i understood all thanks

[@ardayilmaz3131]

Thank you sir!! Watching from Turkey

[@jameskayizzi4427]

Thank you greatly Gentle man may God reward you abundantly in addition to your intelligence.

[@fahimkhalasi4115]

Thank you Jason and I like your hair and your math and science polo shirts.

[@samburdge9948]

I love you work….I wish you great health and happiness, many children and a long life…..gods bless you

[@ziadassaf623]

Excellent explanation I really appreciate the way you explain

[@muhammad3456d]

Good work

[@ziadassaf623]

Wow excellent and clear explanation thank u

[@ntsikanteya193]

Thank you so much sir.

[@michaelhharmon3519]

Let's say that the ellipse is the stretch version of the circle with two focus points called foci and the circle has one point called the center of the circle where x and y become zero.

[@qzorn4440]

amazing way to understand an equation of the elliptical part of things like a lens system 🧐 thank you.

[@zaraadler2376]

Where is Part 2?

[@kel1404]

Why would we want to stretch a circle 😳😳😳😳 why don’t you leave it the way it was?

[@muhammadsuhaib150]

We are not streching it but that's a behaviour of a body in which it moves

[@suraphelendalu4070]

Thank u sir

[@yostinanassef1718]

That was great💗

[@jaaallhaque7941]

sir, It is better if you give the link description of part 2🇧🇩

[@ramkhandekar165]

Nice sirji

[@samerru8441]

Thanks

[@MathAndScience]

Welcome!

[@kishansejwar6789]

Sir please high school maths compleat video send

[@samuelmarc8555]

How to prove your answer

[@franciskatebe2678]

nice

[@choolwehatembo6517]

Just like Mr sikayomya

[@MP-yo2fx]

🤯

[@simeyihun4740]

this is making me confdenshal

[@kel1404]

Only 45 comments 😳😳😳

[@thomasolson7447]

There is a third way ellipses can be drawn. x^2+y^2±x*y=1 This ellipse has algebraic representation. Like the circle. I suppose all ellipses can have algebraic representation, if you know what you're doing. What I mean is in the generation, a simple function is used. Eisenstien Triples reflect that. I guess they could also be polynomials. Also, they could be put in the Mandelbrot set. Here are some projects I made on Khan Academy. www.khanacademy.org/profile/TomMoose/projects There are 4 ellipse Mandelbrots and 1 mixed circle/ellipse Mandelbrot set. (z^3+c^3)^2+c is also interesting. I made some videos on it.