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Finding dy/dx using implicit differentiation
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Finding dy/dx using implicit differentiation

Finding dy/dx using implicit differentiation-example-1
User John Franky
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Attached find the worked solutions for number 7 and 8.


Number 7 is

y' = (e^(x+y)-2x \sec^2(x^2+y^2))/(2y \sec^2(x^2+y^2)-e^(x+y)).


Number 8 is

y' = (-\ln(y))/(x \ln(x)^2).
Finding dy/dx using implicit differentiation-example-1
Finding dy/dx using implicit differentiation-example-2
User Manish Balodia
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