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If y=xy+(x^2)+1 then when x= -1 (dy/dx) is? Having a bit of trouble solving for the implicit derivative. Thanks :)
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do derivative on both sides, solve the equation with y' being the iunknow treat x as known
wait, no! plug x=-1 in first!!
so\[y=-y+2\]
y'=-y',y'=0
Hmm... Can you clarify how you did get the last step? Y'=-y', y'=0
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well, if you have A=B+C, A' would be (B+C)'
oh, you mean the last step, sorry, thats just algebra, nothing fancy, add y' on both sides and RHS is 0
Okay i can see that now.
Thank you I know how to solve it now :)
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