1. The problem asks to convert the logarithmic equation $\log 10 = 1$ into its equivalent exponential form. 2. Recall the definition of logarithm: $\log_b a = c$ means $b^c = a$. 3. In the given equation, the base $b$ is assumed to be 10 (common logarithm), $a = 10$, and $c = 1$. 4. Applying the definition, we rewrite $\log 10 = 1$ as: $$10^1 = 10$$ 5. This is the exponential form of the given logarithmic equation. 6. Therefore, the exponential form is $10^1 = 10$.