Simplify/Condense 101 log of i/3000000

Problem

101*(log_)(i/3000000)

Solution

1. Identify the expression as a logarithmic term multiplied by a constant coefficient.

2. Apply the power property of logarithms, which states that a*(log_)(b)=(log_)(ba)

3. Rewrite the expression by moving the coefficient 101 to the exponent of the argument.

Final Answer

101*(log_)(i/3000000)=(log_)((i/3000000)101)

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