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why do extraneous solutions happen
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to what kind of equations?
to radicand equations
\[-2\sqrt{x + 3} = 8\]
like the one above
because if you square both sides, you can introduce a solution to the squared equation that is not a solution to the original equation for example, the solution to \(x=4\) is \(\{4\}\) but the solution to \(x^2=16\) is \(x=4\) or \(x=-4\)
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the one above \[-2\sqrt{x + 3} = 8\] has no solutions the right hand sides \(8\) is a positive number, but the left hand side \(-2\sqrt{x+3}\) is always less than or equal to zero
I get it now thank you for your help
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