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I don't know how to differentiate with respect to x xy+y =1
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use the product rule on xy: x*dy/dx+y*1 + dy/dx = 0
x(dy/dx) + y + dy/dx = 0 x(dy/dx) + (dy/dx) = -y (dy/dx)(x+1) = -y
dy/dx = -y/(x+1)
easy... uv metho.. x.(dy/dx)+y.1 + dy/dx = 0 (x-1)(dy/dx)=-y dy/dx=-y/x-1
it's not x-1 it's x+1
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Thanks a lot
np
yeah
It is the same answer as the doctor solve
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