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need the solutions √(5x-4)=6
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Squaring both sides of the equation gives \[(\sqrt{5x+6})^{2} = 6^{2}\] 5x+6=36 5x=30 x=6
\[(\sqrt{5x-4})^2=6^2\]
is not x=6
oh woops, i just saw its a 4 and not a 6 <.< well the method still works (squaring both sides, sorry bout that.
5x-4= 36 5x=40 x = 8
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I think the answer is x=6
I was wrong
u ringht is x=8
Thanks Joemath
after square 5x-4=36 5x = 36+4 x= 40/5 x = 8 My eyes not see good
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thanks California
ty
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