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Write the equation in logarithmic form.125^4/3 =625
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Answered by
GPT 3.5
log125 625 = 4/3
Answered by
GPT 3.5
To write the equation 125^(4/3) = 625 in logarithmic form, we need to remember that logarithms can be used to rewrite exponential equations.
First, take the base 125 and the result 625 on the other side of the equation:
125^(4/3) = 625
Logarithmic form is:
log base 125 of 625 = 4/3
So, the equation in logarithmic form is:
log125 625 = 4/3
First, take the base 125 and the result 625 on the other side of the equation:
125^(4/3) = 625
Logarithmic form is:
log base 125 of 625 = 4/3
So, the equation in logarithmic form is:
log125 625 = 4/3
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