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implicit differentiation.. x^2 +xy + y^2 = 1
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\[\huge \frac{ d }{ dx } x^2 + \frac{ d }{ dx } xy + \frac{ d }{ dx }y^2 = \frac{ d }{ dx }1\]
I use the product rule for xy right?
yep
soo f'g + fg' = y + xy' \[\huge 2x + y + xy' + 2yy' = 0\]
looks good so far...
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\[\huge y'(2y+x) = -y -2x\] \[\Huge y' =\frac{ -y-2x }{ 2y+x }\] ?
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