Write the equation in its equivalent exponential form.
-$\log _ { b } 8 = 3$
A) $b ^ { 3 } = 8$
B) $3 ^ { b } = 8$
C) $8 ^ { 3 } = b$
D) $8 ^ { b } = 3$

Name: Write the equation in its equivalent exponential form. -$\log _ { b } 8 = 3$ A) $b ^ { 3 } = 8$ B) $3 ^ { b } = 8$ C) $8 ^ { 3 } = b$ D) $8 ^ { b } = 3$
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Quizplus · Accepted Answer

In logarithmic form, the base (b) is the exponent and the result of the logarithm (3) is the value. Therefore, the equivalent exponential form is $b ^ { 3 } = 8$.

Write the Equation in Its Equivalent Exponential Form log⁡b8=3\log _ { b } 8 = 3logb​8=3

Write the Equation in Its Equivalent Exponential Form $\log _ { b } 8 = 3$