y/(x-y) = x^2+1
y=(x^2+1)(x-y)
y' = (2x)(x-y)+(x^2+1)(1-y')
y' = 2x^2-2xy+x^2-x^2y'+1-y'
2y'+x^2y' = 3x^2-2xy+1
y'(2+x^2) = 3x^2-2xy+1
y' = (3x^2-2xy+1)/(2+x^2)
That's what I got as my continued attempt, does that look right?
Homework Statement
Use implicit differentiation to find y' given y/(x-y) = x^2+1.Homework Equations
The Attempt at a Solution
Hi, I'm doing an online course for Calculus 12, and I have been struggling with Implicit Differentiation. I am hoping someone could maybe help me. Thanks.
I'm not...
Hi, I'm doing an online course for Calculus 12 and I have been struggling with Implicit Differentiation, hoping someone could maybe help me. Thanks.
I'm not positive I'm doing this right but maybe someone can point me in the right direction, this is what I have so far
y/(x-y) = x^2+1...