Logarithmic functions and exponential functions are __________ functions. The product property of exponents...

Logarithmic functions and exponential functions are __________ functions.
The product property of exponents states that b^m * b^n = b^(m+n), so multiplying powers with the same base means the exponents are __________.
The product property of logarithms states that log_b(MN) = log_b(M) + log_b(N), so the logarithm of a product can be rewritten as a __________.
The quotient property of exponents states that b^m / b^n = b^(m-n), so dividing powers with the same base means the exponents are __________.
The quotient property of logarithms states that log_b(M/N) = log_b(M) - log_b(N), so the logarithm of a quotient can be rewritten as a __________.