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Find dy/dx using implicit differentiation my answer came out to be dy/dx = (y-2)/(9-x) now it wants me to find that same equation but this time (use y as a function of x and then take the derivative)
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We don't even know what the original equation is though..
The original equation is 2x + 9y = xy
Hmmm, I see, but I don't know how you got what you got from implicit differentiation.
Anyway, solve for \(y\) in the original equation they give and then differentiate.
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