Proof that x=sqrt(x(sqrt(x ......))) dx

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In this video, I showed how to evaluate a nested radical product of x as equal to x
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Keep it up with the good works sir .God bless you abundantly ❤

tunchimelo
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Thanks, man you uploaded this at just the right time. Can I contact you ( I would do this rarely) when I am stuck on a particular problem?

plyiz
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What if we plugged in X back into the square root so we get X = sort(X*X) = sqrt (X^2) = |X|.
In this case we prove that X = |X|. Is that enough?

kinanradaideh
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Let t=sqrt(xsqrt(…)). Then t=sqrt(xt) and so t^2=xt. t(t-x)=0. t=0 or t=x. ….

natureandus