d/dx root(1+x^2)-log[1/x+root(1+x^2)/root(x^2)
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Step-by-step explanation:
d/dx[√ (1+x²)-log(1/x+√(1+x²) /√x²)]
=> d/dx√(1+x²) - d/dx log[ 1/x+√(1+x²)] - d/dx logx
=> -2x/2√(1+x²) - 1/ [ 1/x+√( 1+x²)]
× [( -1/x²)-2x/2√(1+x²)] - 1/x
=> -x/√(1+x²) -x/ [1+x√(1+x²)][ -1/x²- x/√(1+x²)] -1/x
Hope this helps you
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