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I only need help moving the Ys to the left and the Xs to the right.
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ok
\[\frac{ dy }{ dx }=\frac{ 2x }{ y+x^2y }\] Please show me step by step
ok
do you have some kind of picture
you go to k12 right
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hello
you mean 12th grade?
no k12 is kidergarden through 12th grade
hmmm are you getting the derivative of \(\bf \cfrac{ 2x }{ y+x^2y } ?\)
ok so i will explain it to you
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I can do the derivative, I just want to get the Ys to the left and the Xs to the right.
I'm actually going to do the integral.
hmmm you may want to repost the question with a better wording then because as it's, it not very clear what you want so post, "taking the integra of ..." :)
I know the first step is... \[(y+x^2y) dy=(2x)dx\]
but I have to move the x^2 to the right.
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