SOLUTION: what values of x could not possibly be solutions of the following equation?
loga(4x-7)+loga(x^2+4)=0
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Question 910203: what values of x could not possibly be solutions of the following equation?
loga(4x-7)+loga(x^2+4)=0
Answer by josgarithmetic(39618) (Show Source): You can put this solution on YOUR website!
, the base is "a".
You would want to simplify this and use Rational Roots Theorem if you want the SOLUTIONS for the equation. Could a value for x for which be acceptable in this equation? I believe not. You usually find logarithms of POSITIVE numbers of 0.
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