Question:
Exponential form of \(\log_b a = c\) is:
Exponential form of \(\log_b a = c\) is:
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To convert logarithmic equations to exponential form, use the relationship \(\log_b a = c \Rightarrow b^c = a\).
Updated On: Apr 17, 2025
- \(b^a = c\)
- \(a^c = b\)
- \(a^b = c\)
- \(b^c = a\)
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The Correct Option is D
Solution and Explanation
The exponential form of the logarithmic equation \(\log_b a = c\) is \(b^c = a\). This is the definition of logarithms, where \(b\) is the base, \(c\) is the exponent, and \(a\) is the result.
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