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y=tan^(-1)x...

y=tan^(-1)x

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Draw the graph of y=tan^(-1)|x| .

Draw the graph of y=tan^(-1)|x| .

Draw the graph of y=tan^(-1)|x| .

Draw the graph of y=tan^(-1)|x| .

If y=x^(tan ^(-1)x) ,then (dy)/(dx)=

y = a tan^(-1) x + b

Find the derivative of y = x Tan^(-1)x

Find the derivative of y=x Tan^(-1)x.

tan^(- 1) (1/(x+y)) +tan^(- 1) (y/(x^2+x y+1)) =cot^(- 1)x

(x (dy) / (dx) -y) tan ^ (- 1) ((y) / (x)) = x