Rewriting the statement log y = x using exponents gives A) 10 ^y= x B) 10 ^x= y C) 10 ^y= 1/x D) 10 ^x= 1/y

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The correct exponential form of the logarithmic equation log y = x is 10^x = y. This is because the base of the logarithm (which is 10 when not specified) becomes the base of the exponent, and the side of the equation the log was on becomes the exponent's power, with the other side of the equation being the result.

Rewriting the Statement Log Y = X Using Exponents Gives