Відео

Thanks I'm trying to improve my maths knowledge - this was very clear . I don't know why it matters in real life !but you can't have everything !

ngl this video made me understand cosine rule. I never understood it until now which was a BIG issue since I'm doing methods next year. mr graphicmaths7677, you're an absolute lad

Clearest video on differentiation I could find. Explains about slope from the basics and even has a part two with detailed explanation. Good one

Your videos are great.

Acha beta

I can not see the PROOF in this video.

You are the first one to explain this correctly in the best way ❤thank you. Stay on the ways, god is with you 😊

Holy crap is that a geometry dash reference?

Lovely and clear. A couple of interesting variations: 1) the small circle does one less rotation when rolling round the inside edge of the big one. One consequence is that when the two circles are equal then the "inside" one can't roll, it does 1 - 1 = 0 rotations. 2) You can also have a small square rolling round a big one .

Nice lesson

thanks

Thank you thank God I got it right 🙏🙏🙏

Thank you teacher for your efforts to explain mathematics on its origins, I just have finished my bachelor degrees in mathematic science in Morocco, and in my free time I love to understand mathematic theoretically, as a result of this, I found your channel by chance.

@5:45 so you're saying the *true reason* complex number multiplication produces a rotation is because, at the end of the day, it is "arithmetically equivalent" to a matrix transformation? (great vid btw you should have more views)

What's the difference between a normal geometric kie and a right kite?

I saw how you changed the form of the trapezoid. One of them is the obtuse trapezoid which is one with a obtuse angle. The same way with the parallelogram by making it lean to the left or to the right.

You didn't mention the rhomboid which is another word for the parallelogram.

Thanks!

I don't get how you get from C=A+B to c^2=a^2+b^2.

c=a+b c^2 = (a+b)^2 = [a^2 + b^2] + [2ab] (binomial expansion) c^2 <> a^2+b^2 The "proof" in the video is only valid in the imagination. (Pythagoras was also confused).

THANKK YOUUU 💪💪💪💪💪💪!

thank you!!!

Good stuff

Thank you for explanation

So did I get this straight: complex numbers do a specific matrix multiplication "in the background" and in a way that's more intuitive for us humans to understand?

damn u have a nice voice

اسناد خیلی احمقی متوجه نشدی عدد پی غلط است

استاد خیلی ابلهی متوجه نشدی عدد پی غلط است

I have a silly question: how do you know that imaginary axis is vertical to the real axis?

Thanks alot❤

Thanks, can you give the example when newton Raphson can't converge.

I like the way to study some important ideas by comparison. Not so many people can explain it this way. You sir did it in a very nice way which is very important mainly for newcamers studying this subject

Very very helpful thank you

Hi qah

Very nice!

I don't understand the formula of that tangent.

Good to explain ✅

Find more circle theorems in the playlist ua-cam.com/play/PLblmfcIBkAwpLUNFaQLwS65Lwu-oJCcG_.html

Quality content.

There is now an article about regular tessellations on the graphicmaths website graphicmaths.com/gcse/geometry/regular-tessellations/

Second viewer great info Subbed 💪🏼

I can tell if you watch this vid

π = 2 in Riemann Paradox And Sphere Geometry Mathematical Systems Incorporated ❤😂🎉😢😮😅😊 So 2 ^ π = π^π = 2^2 = π^2 = 4 = Tau.

The equations in the video can also be found at graphicmaths.com/gcse/trigonometry/cosine-rule/

What About The Penrose Dart Or Arrowhead, It Has An Reflex Angle. Also A Kite Is A Penrose Too.

Very good visual way of explaining.Thank you for sharing

I am trying to draw my own patterns for a quilt I want to make. MILLEFIORI quilt is an example. How to get, say, about 6 to 12 shapes and these all can be put together like a mandala. I've been trying to figure out how to hse my drawing compass for all shapes or even a hexi and draw shapes inside that go together like a kelodoscope. Idk.

Hey can you make visual proof of derivatives of trigonometric functions? You can see 3blue1brown video on it There seems to be confusion, as why some steps were taken and as such. Please make proofs for all trig functions!

Thanks!

Love this guys videos . Need likes? -> *PromoSM*!!