(√x^2+√x^2+1) differentiate it w.r.t. x.
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Step-by-step explanation:
(√x^2+√x^2+1) = (√x^2+√x^2+1^2)
= (√x^2+√x^2+1^2+2x) [using x²+1²+2x*1]
= (√x^2+x+1+√2x)
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