Can You Solve for X? |challenging Algebra Problem | How ro solve Radical Equations

In this video, we have this radical equation x(x+1) = 2x sqrt1/x(x+1) and we are to find X . we will solve this algebraic equation problem trending 2022 in a step-by-step process so that you will miss any step. Math Olympiad problems
we will solve for all possible values of X. This is actually one of the challenging math problems so do not ignore this video.

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[darlingfutball]

Guys, I forgot to mention that X =/= 0. I should have said that right from the beginning. Pardon me on that🙏

[matejmizak]

Thank you, this was a really interesting problem.

[gdtargetvn]

You forgot to mention x ≠ 0 at first, if not, you cannot divide both sides by 0. You also forgot to mention x > 0 when squaring both sides.

[loganjpo]

We can also simplify the x*sqrt(1/x) from the start (assuming x does not equal 0): Once we have x(x+1)=2sqrt[x(x+1)], the x(x+1) occurs on both sides, so the whole equation becomes y=2sqrt(y) after substitution

[ASow-ennv]

You simplify by X without mention X must be different 0. x ≠ 0

[SuperYoonHo]

Thanks √-1 loves your vids!
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