Write in exponential form: $\log _ { a } x = y$
A) $a ^ { y } = x$
B) $y ^ { a } = x$
C) $a ^ { x } = y$
D) $x ^ { y } = a$

Name: Write in exponential form: $\log _ { a } x = y$ A) $a ^ { y } = x$ B) $y ^ { a } = x$ C) $a ^ { x } = y$ D) $x ^ { y } = a$
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Question

Quizplus · Accepted Answer

The exponential form of $\log _ { a } x = y$ is $a ^ { y } = x$, which is the definition of logarithms in terms of exponentiation.

Write in Exponential Form log⁡ax=y\log _ { a } x = yloga​x=y

Write in Exponential Form $\log _ { a } x = y$