Question: Please help me solve the remaining question Evaluate 4 log (5x) - log x# . For what values of x is the value of this

Please help me solve the remaining question

Evaluate 4 log (5x) - log x# . For what values of x is the value of this expression valid? Explain. 4 log 5(5x) - log 5X* = 4 (Simplify your answer.) For what values of x is the value of this expression valid? Explain. O A. The value of this expression is valid for x > 0, since 4 log ; (5x) is not defined for x = 0. O B. The value of this expression is valid for x > 0 or x 0, since log ; x* is not defined for x $ 0. O D. The value of this expression is valid for any value of x, because both logarithms are defined for any value of x

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