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Which of these equations is the exponential form of log5 125 -1-3?A)(-3)- - 243B)C)5- " ਰੈਲ( (125) -3 = 1,953,125(35) : 30517578125D)

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The logarithmic form of an equation can be changed into exponential form via


y=\log _bx\rightarrow x=b^y

On the given logarithmic equation


\log _5(1)/(125)=-3

We have y = -3, x = 1/125, and b = 5. Based on the definition stated above, the logarithmic equation given can be rewritten in exponential form as


(1)/(125)=5^(-3)

Therefore, the answer is choice B.

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