Cosine graphs but they get increasingly more AMAZING

Here are my collection of amazing math graph with only sine function.
I use DESMOS to plot these graph.
Here is the link to the graphs so you can play with them yourself : www.desmos.com/calculator/aqs...
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Also check out my other collection of beautiful math graph:
Math Animation : • Math Animation but the...
GCD Graphs : • Math graphs but they g...
Parametric Graphs : • Math Graphs but they g...
Polar Graphs : • Polar Graphs but they ...
Sine Graphs : • Sine graphs but they g...
Math is Art : • Math is Art
Math is Beautiful : • Math Is Beautiful
Thanks for Watching.

[@AyaanaQumar]

Thanks for putting out a cosine video i was so busy so i couldn't watch it earlier, you know going on vacation getting a stomach virus and what not. normal things. now, i'll enjoy this piece of art.

[@Bangaudaala]

He learned the power of double color 🥶 hes unstoppable

[@JoshuaTagliarino]

My suggestions:
Tan graphs
Log graphs
Ln graphs
e^x graphs
3d graphs

[@MildlyIntelligent]

You should try messing around with 3d graphs.

[@Bangaudaala]

Too much power in one man's hands

[@rickroller1566]

@@DonutdunotYeah it does

[@ckv1985]

He's hevipelle in disguise ​@@rickroller1566

[@ckv1985]

He is hevipelle in disguise ​@@rickroller1566

[@pysterium3181]

1:49 i should be correct
*bowling pins*

[@nayutaito9421]

1:45
Okay, let's solve this using all the calculus I know.
First, the formula immediately tells it is horizontally periodic with the period of π because the only x appearing is 2x inside the cos function. the change the x to -x is absorbed by the cos, so I only have to consider 0

[@johnjackson4479]

Valuable info, my brain exploded

[@Kumurajiva]

I think aliens communicate with these waves

[@JCCyC]

Try this: \cos\left(x+\sqrt{y}
ight)=\frac{1}{\cos y-\cos x}

[@emmalang5]

Spikey indeed

[@emmalang5]

BTW your videos are great

[@GeometryDashPlayer777]

Just subbed

[@AsherReyes-yr7il]

3:05 when the math is sus

[@kadi34]

I don't need to answer this question because im already subscribed

[@iamwhatitorture6072]

Sorry that it's sine not cosine, but here I have:
\sin((\sin(\sin(\sin(\frac{x}{1.6})\pi)\pi)+\sin(\sin(\sin(\frac{y}{1.6})\pi)\pi))\pi)=0
\sin(\sin(\sin(\ \frac{x}{2})3\pi)\pi)=-\sin(\sin(\sin(\ \frac{y}{2})3\pi)\pi)

[@kaspervanoverbeek4064]

Just a question, how do you even get these equations?
Like do you think 'oh lets put some sin x + . . . And make it equal to tan x -. . .?'

[@puzzleticky8427]

1:49 Bowling goals???

[@natgaming2000]

pins

[@kadi34]

high water drops

[@theoneandonlymastertroller]

Free food

[@TheOne_6]

0:37 but y?

[@omaisajalil7474]

cos(cos((x^2)-y)5cos((y^2)x))=0

[@wendywood2215]

*promosm*

[@emmalang5]

First!