QuestionAugust 25, 2025

What is the exponential form of log_(8)x=3 ?

What is the exponential form of log_(8)x=3 ?
What is the exponential form of log_(8)x=3 ?

Solution
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Answer

x = 512 Explanation 1. Convert Logarithmic to Exponential Form Use the property of logarithms: if log_b(a) = c, then b^c = a. Here, b = 8, a = x, and c = 3. 2. Apply the Formula Substitute the values into the formula: 8^3 = x.

Explanation

1. Convert Logarithmic to Exponential Form<br /> Use the property of logarithms: if $log_b(a) = c$, then $b^c = a$. Here, $b = 8$, $a = x$, and $c = 3$.<br />2. Apply the Formula<br /> Substitute the values into the formula: $8^3 = x$.
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