Questions: Convert to an exponential equation. z = logm R^3 The equivalent equation is □ (Type in exponential form.)

Convert the logarithmic equation \( z = \log_m R^3 \) to its exponential form.

Understand the logarithmic form

The logarithmic equation \( z = \log_m R^3 \) means that \( z \) is the exponent to which the base \( m \) must be raised to obtain \( R^3 \).

Convert to exponential form

Using the definition of logarithms, the exponential form of \( z = \log_m R^3 \) is:
\[ m^z = R^3 \]

The equivalent exponential equation is \\(\boxed{m^z = R^3}\\).

The equivalent exponential equation is \\(\boxed{m^z = R^3}\\).