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one more question :) what would be the first step in solving [(x+5)^1/2]-2=(x-1)^1/2
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would do the square root?
square both sides is the first step
does that drop the exponent, and you are left with what is inside the parenthesis?
\[\sqrt{x+5}-2=\sqrt{x-1}\]
square and get \[x+5-4\sqrt{x+5}+4=x-1\]
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or \[x+9-4\sqrt{x+5}=x-1\] then cancel the \(x\) \[9-4\sqrt{x+5}=-1\] subtract \(9\) \[-4\sqrt{x+5}=-10\] divide by \(-4\) and get \[\sqrt{x+5}=\frac{5}{2}\] then square again and solve for \(x\)
ok then isolate the radical like in the previous question and then square again?
right
only need to square one more time now get \(x+5=\frac{25}{4}\) then subtract \(5\)
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