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Solve the following radical equation.
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\[\sqrt{5x+5}=\sqrt{4x-7+2}\]
Square both sides
\[5x+5=4x-7+2\]
That is the answer?
\[5x+5=4x-5\]
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\[x=-10\]
Thanks man!
But if x is -10, the radicand is negative. So; NO SOLUTION
Can you help me with this other one i just posted link?
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You always have to check the solutions to a radical equation because the squaring process frequently introduces an extraneous root.
Oh that makes sense.
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