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What is the derivative of #y= tan^-1(x^2)#?

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Konstantinos Michailidis

Dec 26, 2015

The derivative of #arctanf(x)# is

#d(arctanf(x))/dx=(f'(x))/(1+(f(x))^2)#

where #f(x)=x^2# hence

#d(arctanx^2)/dx=(2x)/(1+(x^4))#

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