What is the logarithmic form of 6^3=214??
Convert the exponential equation to a logarithmic equation using the logarithm base (6) of the right side (214) equals the exponent (3). \(log_{6} (214)=3\) I hope this helps c:
just understand that \(log_a(c)=b\) means b is the power to which a must be raised to obtain c or \(a^b=c\)so\(6^3=216\) means that b is the power to which a must be raised to obtain c or \(log_6(216)=3\)
