Equation of a Parabola, deriving the equation

preview_player
Показать описание
This video is an animation on how to derive the equation of a parabola.

Support my channel with this special custom merch!
Рекомендации по теме
Комментарии
Автор

you really deserve more credit, this video helped more than 2 hours with my teacher, thank you so much

MarkFlores
Автор

my So parabola is so easy this way, after other videos ended up confusion my life the more. Bro you are the best. And may God continue to bless you.

omolehinemmanuel
Автор

Perfect, beautiful, top notch, down to the point, crystal clear anglo-saxon didactics (as opposed to french didactics 😣😣). It's a relief.

solcarzemog
Автор

You are best bro. Thank you so much for videos. Please share video often .

hasilovich
Автор

why did this channel die? it was great

ShehabEllithy
Автор

Please come back with your quality content.

atlaswuzhere
Автор

This is the easiest explaination I've ever This video went into the core of my Thanks a lot buddy

amaravathisiddarth
Автор

hello mathematics online can you be active regularly :( i really miss you alot .

bloggervista
Автор

Thanks for another great video!
Would you make one about the distance formula please?

avirambag
Автор

how do we know that every parabola has the equal length to the focus and directrix point though?

JLemast
Автор

Very good explanations really Very clear

elshada
Автор

the formula for parabola given in my textbook is y^2= 4ax, u wrote y = ax^2, shouldn't it be a^2?

lakshitavinodadsule
Автор

Wow ....
And which software or app was used to draw figures? ( geometry was awesome 👏🏻)

SBKYeobo
Автор

How do we REALLY know that the distance D1 is equal to D2? Or is that just the definition of a parabola?

s
Автор

Why does a parabola concentrate in coming rays at the focus ?

nyunai
Автор

Thanks mathematics online your vids really helped I was confused with this thanks

loganpaul
Автор

What kind of software did u use? Plz tell me.it is very very good explanation

prsclasses
Автор

I know this is an Algebra II video but could you please prove that
The integral from a to b of f(x) is equal to the antiderivative of f(x) at b - the antiderivative of f(x) at a ?
(Fundamental Theorem of Calculus)
Right now I am starting Calculus III but I still wanted to know why the derivative and integral are inverses?
F(x) + C = S f(x) dx

Thanks

lucasm
Автор

How do you make your videos? With witch program?

karls
Автор

What mathematical software do you use for your dynamic algebra?

SciphiMath