SOLUTION: If log 5= x, prove that log 125 = 3x/(2(1-x))
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Question 1129800: If log 5= x, prove that log 125 = 3x/(2(1-x))
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If log 5= x, prove that log 125 = 3x/(2(1-x))
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If one is to prove log(125) = 3x/(2(1-x)) then it can only hold for some specific base b, which must be provided by you the student. Certainly as that causes division by zero.
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