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Solve the equation? √4x - 3 = x
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\[\sqrt{4x}=x+3\]
square both sides.\[4x=x ^{2}+6x+9\]
√4x = x +3 4x =(x+3)^2 4x=x^2+6x+9 x^2+2x+9=0 has no real solutions
Last one .. Can someone answer it? √x - 6 + 4 = 9
what's under the sqrt?
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only x?
Yes.
√x = 11
x=121
I checked Pre.CalSolved and it said 121 ... Wouldn't the sq root of that be 11?
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Consolidate terms\[x ^{2}+2x+9=0\] x= \[-2\pm \sqrt{4-4(9)}\over 2\]\[-2\pm \sqrt{-32}\over2\]\[-2\pm4\sqrt{-2}\over2\]\[-1\pm2\sqrt{2}i \]
yes
Provided the problem was as I copied
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