Question 3 Write the equation in exponential form. Assume that all constants are positive and not equal to 1 . \( \log _{b}(n)=q \) Question Help: Video Submit Question

To convert the logarithmic equation \( \log_{b}(n) = q \) into exponential form, you rewrite it as \( n = b^q \). This means "n is equal to b raised to the power of q", showcasing the powerful relationship between logarithms and exponents! If you think of the logarithm as a tool that tells you what power you need to raise your base (in this case, \( b \)) to get to your target number (here, \( n \)), you can easily find the equivalent exponential form. Just remember: when dealing with logarithms, always be mindful of the base, the argument, and the result!