In most areas of math, and I do mean mosts, sin is a function of s. You are not gonna see a Fourier series written in terms of theta very often for example
One ring with sec^2 x and the other with tan^2 (-x) Sin^2 x + cos^2=1 divide everything by cos^2 x to get tan^2 x +1 = sec^2 1= sec^2 x - tan^2 x since tangent is an odd function - tan (x) = tan (-x) So sec^2+ tan^2 (-x) =1
@@arionthedeer7372 'Sine' comes from the old sanskrit name for a bow chord(string), in mathematics half a chord-string 'Co-Sine' -Complementary Sine was most likely added later, but tangent (from latin to gently touch) seems to have come from Sanscrit, so perhaps thay did have a word for 'Cos' .. thay did name things a bit off back then (3500+ years ago) and can be comfusing today... hypo-ten-use litterally means something under strech/tension drawn out to form a thin layer or line.. many of the old words seems to be related to arcs and bow making.. ...not surpricing Amours arrows have a very old meaning... and is closely related to the unit circle and math...
What do you mean? Out of the entire video, the Pythagorean theorem was mentioned in a grand total of two sentences. If you don't know what the trig functions are, then regardless of your knowledge of the Pythagorean theorem, you're screwed.
Ah cool :') I learned the identity sin^2(x) + cos^2(x) = 1 so I got the joke, but I never saw anyone derive it lol. Makes a lotta sense when you put it that way.
nope, (x flesh) is likely not a complex number, which means that sin(x flesh) does not exist. Even if (x flesh) is in the domain of sine, sin²(anything)+cos²(anything) is still 1
You could call it a "Trigonomarrage"
So when they die, do they become angles?
@@DogeMcShibayo that was a good one
@@DogeMcShibadang that’s good XD
Trigonomarry
Trigonomarriage
writing x instead of θ on the ring is an actual war crime
same
In most areas of math, and I do mean mosts, sin is a function of s. You are not gonna see a Fourier series written in terms of theta very often for example
Sine is also often a function of t tho
Replacing with A:🗿🥇
@@sebastiangudino9377s? As an engineer it’s always z or t
Andy math is the type of person to analyze the math of a random meme he found
Unique content and the reason its cool
Of course, my girlfriend's favorite trig function is the tangent. Goes off on them all the time....
One ring with sec^2 x and the other with tan^2 (-x)
Sin^2 x + cos^2=1
divide everything by cos^2 x to get
tan^2 x +1 = sec^2
1= sec^2 x - tan^2 x
since tangent is an odd function
- tan (x) = tan (-x)
So
sec^2+ tan^2 (-x) =1
@@Mediterranean81dont know that ² exists?
@@Mediterranean81 So she's negative and goes on a tangent. Makes sense!
I was literally staring the video like this is a really long way to say the pythagorian theorem.
Well i think it's one of the properties of sin and cosine, I forget what guy the property was named after but we were taught something like this
@@arionthedeer7372 'Sine' comes from the old sanskrit name for a bow chord(string), in mathematics half a chord-string 'Co-Sine' -Complementary Sine was most likely added later, but tangent (from latin to gently touch) seems to have come from Sanscrit, so perhaps thay did have a word for 'Cos' .. thay did name things a bit off back then (3500+ years ago) and can be comfusing today... hypo-ten-use litterally means something under strech/tension drawn out to form a thin layer or line..
many of the old words seems to be related to arcs and bow making..
...not surpricing Amours arrows have a very old meaning... and is closely related to the unit circle and math...
Yeah. sin and cos are like a and b, and c=1. Treat them the same way, and they'll always bring you home.
@@arionthedeer7372partial marks. it is one of the Pythagorean identities. same Pythagoras though
What do you mean? Out of the entire video, the Pythagorean theorem was mentioned in a grand total of two sentences. If you don't know what the trig functions are, then regardless of your knowledge of the Pythagorean theorem, you're screwed.
when they divorce, I want to see them add an "h" to make it become sinh²x and cosh²x. They're becoming hyperbolic and cosh²x-sinh²x=1
Are you my sine? Cuz I’m your arc. When we multiply together, we are one.
Young Sheldon rizz???
R=1-sin() graphed is a heart
HOW WONDERFUL
How --exciting-- wonderful!
“Bro how do you not get the joke?” The joke in question:
bros gonna be the next einstein
Together, they are one.
Wait is dawg teaching me math better than my teacher
When it takes you a minute to say a squared + b squared is c squared
Oooooooo😊 that 's so sweet!
Ah cool :') I learned the identity sin^2(x) + cos^2(x) = 1 so I got the joke, but I never saw anyone derive it lol. Makes a lotta sense when you put it that way.
So...
sin²(x) + cos²(x) is 1?
Yup
Depends on what x is
@@YourUncle445 nah
@@YourUncle445nah Its an identity
Very cool triangle math magic
Now I have a new meaning for "consider yourself an opp"
you know, i always knew the trig identity for sin^2 + cos^2, but never actually did the proof for it. so thank you
That’s cute 💗✨
How onederful 😊
How exciting.
I just woke up.
So basically, together they make one, like they are one. Got it.
how exciting
Very practical
You just…you just showed us a trig identity proof.
I always thought that sin²x + cos²x = 1 looked suspiciously like the Pythagorean theorem...
YOU MEAN HOW EXCITING >_> how wonderful I willnot stand for how wonderful
So does x and 1-x, but it doesn't have the same ring to it.
I wonder who is the cos² in the relationship 😏
Sin squared + Cos squared = 1
What if c = 0?
me
🤔🤷🏽♀️
How one-derful
And the sin²(x flesh) + cos²(x flesh) become 1 flesh.
nope, (x flesh) is likely not a complex number, which means that sin(x flesh) does not exist. Even if (x flesh) is in the domain of sine, sin²(anything)+cos²(anything) is still 1
Sin^2+Cos^2=1
How wonderful? FAKE VIDEO MAN. I wanna hear "how exiting!"
Dont insult me with words i dont know.
🤓
Or just write 1
The point is that together they become one not being one separately.
Not exciting though 😔
This is like, 2 times insufferable and 7 times cringe. What is you doing?