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Solve this radical equation
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\[\sqrt{x+9}=x-3\]
would it be no real numbeR?
square both sides:\[x+ 9 = (x - 3)^2\]
let me know if i should keep going
then you have x+9=x^2 - 6x +9
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yup :)
then make the equation = 0?
yes
Once it's equal to 0 I factored it and got (x-7)(x+0) so would the answer be 7?
yes. and 0 too. they both work. you an double check by plugging those x's back in:\[\sqrt(x+9) = x-3\]
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thank you!
^_^
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