I miss one class and it just so happens to be the class when the prof explains what an integral is. Ive been waiting for this day and I missed it. Also I have to teach it to myself now.
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I miss one class and it just so happens to be the class when the prof explains what an integral is. Ive been waiting for this day and I missed it. Also I have to teach it to myself now.
People of tumblr, there's an issue
I can easily geometrically imagine derivative to any function. It's just how fast that function changes.
But is there a way to geometrically imagine an integral to function?
Why is the hardest part of upper level math basic math? I should not be expected to add 2+2 correctly after correctly setting up triple integrals
doing pure maths and theoretical physics simultaneously is so funny to me, because the calculations in physics are much harder than in maths like 4×4 matrix determinants or some really long integrals
and yet pure maths still manages to be harder for me
The difference between derivatives and integrals is like the difference between solving a sudoku and solving a riddle from a fairy guarding a treasure who is bound by fairy law to make it technically solvable, but if you do manage to solve their riddle their boss will actually kill them, and even if you get the right answer they won't let you through unless you remember to add + C at the end
Integrals and I are Mammaing each other's Mias.
God I hate studying derivatives and integrals. They are like magic I don't even knwo what the hell is happening
I am genuinely struggling what to do with them not to mention we are already dealing with integrals and derivatives of cos sin tan which I don't even understand.