Question

how can we solve infinite sqaure root sequence​

Answer 1

Answer:

Answer and Explanation:

The square root of infinity is infinity. If you choose a number and multiply it by itself, you would have squared the number.

Answer 2

QUESTION:-

how can we solve infinite sqaure root sequence

ANSWER:-

As written, neither of your approaches are valid. In each, you are assuming the conclusion you want to prove, and using it to show your conclusion. Or at least you're assuming something very close to your conclusion, like 1+u−−−−−√=1+5√21+u=1+52; that's not at all part of the given assumption.

As for an approach that does work: What you have to start with is the identity

1+u−−−−−√=u1+u=u

This can be rearranged as a quadratic equation with two roots, similar to your first approach. The negative root cannot be correct (make sure you understand why!), so the positive root is it.

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