Is calculus essentially whne theres literally no fucking predictable correlation between x and y

JeanneDArcAlter

JeanneDArcAlter

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Ive never seen calculus but im assuming thats what its like
 
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Not really
 
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Bro you gotta be trolling...
 
Actually now i know it
Its when the same y is shared between 2 xs or vice versa
Its not as if its completely fucking random theres local minimas and maximas within ranges
I imagine its shaped like us and ns or parabolas
 
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Its not as if its completely fucking random theres local minimas and maximas within ranges
I imagine its shaped like us and ns or parabolas
1737534797667

This is what im imagining
 
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watch TheOrganicChemistryTutor on yt. He has a lot of important lessons on learning the fundamentals of calculus
 
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I was considering that

15
Start with iitjee calculus, it’s an Indian examination, the calculus part is ridiculously hard for the age group but you’ll eventually get it, it’s much much much harder in college
 
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Deuvative is zero if there is no relation between the function above and the variable below.

The symbol df(x)/dx means how much does f(x) changue when x changues!

So that's the reason why df(x)/df(x)=1 because when f(x) changues by some quantity, well f(x) is changing by the same said quantity. The changes at the differential level are the same which can be expressed as the obvious equation

df(x)=df(x)

And the same we can say about other derivatives.

Suppose you derive some function f with regards to x and you end up with the fact that

df(x)/dx =0.5.

The above equation can be rewritten as

df(x) = 0.5dx

If we allow the differentials to be treated as very small number that represent the result of a very small difference, what the previous equation is telling you is that when dx increases by some quantity, the value of the function increases 0.5dx, that is, it increases a fifty percent or half of the total value of dx.

This can be seen if you apply the integration operator S which leaves you with the function

Sf(x)=S0.5dx

f(x)=0.5x+c.

If the constant is c=0, you can see how when x=1, then f(x) is the half of 1!

f(1)=0.5.
 
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I'd there is
Deuvative is zero if there is no relation between the function above and the variable below.

The symbol df(x)/dx means how much does f(x) changue when x changues!

So that's the reason why df(x)/df(x)=1 because when f(x) changues by some quantity, well f(x) is changing by the same said quantity. The changes at the differential level are the same which can be expressed as the obvious equation

df(x)=df(x)

And the same we can say about other derivatives.

Suppose you derive some function f with regards to x and you end up with the fact that

df(x)/dx =0.5.

The above equation can be rewritten as

df(x) = 0.5dx

If we allow the differentials to be treated as very small number that represent the result of a very small difference, what the previous equation is telling you is that when dx increases by some quantity, the value of the function increases 0.5dx, that is, it increases a fifty percent or half of the total value of dx.

This can be seen if you apply the integration operator S which leaves you with the function

Sf(x)=S0.5dx

f(x)=0.5x+c.

If the constant is c=0, you can see how when x=1, then f(x) is the half of 1!

f(1)=0.5.
If there's no correlation, well derivative is zero! What is above varies independently of what is below.
 
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I'd there is

If there's no correlation, well derivative is zero! What is above varies independently of what is below.
Essentially how much the input controls the output
This was quite a dumb question for me to ask since obviously theres gonna be correlation
You’re 15, that’s not needed, just do basic stuff
No
 
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Essentially how much the input controls the output
This was quite a dumb question for me to ask since obviously theres gonna be correlation

No
In math and physics there's no stupid question brah. Remove that mentality and garner the power of calculus. One of the most powerful mathematical theories ever created:Comfy::woke:
 
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This was quite a dumb question for me to ask since obviously theres gonna be correlation
Although it was a learning experience for me to
learn what the deriative is
In math and physics there's no stupid question brah. Remove that mentality and garner the power of calculus. One of the most powerful mathematical theories ever created:Comfy::woke:
 
Although it was a learning experience for me to
learn what the deriative is
If you've ever need help with integration you can ask me. I have some notes about it which I think explain very concisely the concept.
 
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Yeah ik i was playing on wolframalpha and i noticed the multiples of my equation didnt have any rhyme or reason when it translated into the 3d graph but i realized a few minutes after my question was dumb asf
 

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