find the value of x,
[tex] \rm\sqrt{x+2\sqrt{x+2\sqrt{x+2\sqrt{3x}}}}=x[/tex]
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find the value of x,
[tex] \rm\sqrt{x+2\sqrt{x+2\sqrt{x+2\sqrt{3x}}}}=x[/tex]
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suppose if x=3
√3+2√3+2√3+2√3×3
√3+2√3+2√3+2√9
√3+2√3+2√3+2×3
√3+2√3+2√3+6
√3+2√3+2√9
√3+2√3+2×3
√3+2√3+6
√3+2√9
√3+2×3
√3+6
√9=3
Hence,x=3