What is the real value of x in the equation: log^24-log23=log5x

asked Aug 27, 2021 17.2k views

3 votes

What is the real value of x in the equation:
log^24-log23=log5x

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3 votes

Answer:

The answer is 125. X= 125 solve it and you get x=125. Have a great day

Explanation:

Patrick Karcher answered Sep 1, 2021

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