#explain integrals
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Inverse of differentiation
Not really inverse
S df/dx dx isn't f
It's f+c
So that composition isn't identity
Hence the '' on opposite...
That’s a general solution
Oh tru
Yeah
Think before commenting 
Ideally not commenting on channels that are already being helped in as well
Since now we've drowned out the response
I’ve been taught when thinking of it with polar it’s not area under curve
You were taught wrong then
Polar coordinates would be area between two rays
What's that? An integral gives you areas between lines in the plane??
Who knew integrals tell you area under curves, oh wait
Yes in Cartesian format
polar is different
Are you going to contribute anything useful or continue being an annoyance?
polar coordinates are (r,theta)
No shit Sherlock
😃
But let's see if you have common sense
Are polar coords required to learn integrals?
no
So if you explain integrals for the 1st time... do you spend the 1st lesson on polar coords?
No
You dont
So any discussion of polar coords are useless
Now
I was saying polar for u not for the person learning it the first time
I'm not OP
?
Again, if you don't have anything useful to contribute to the channel, stop wasting our time and polluting a help channel
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