Which option best describes how to show that the Product Rule of Logarithms works for the base 4 expression log416+log44?(1 point)
Responses
Evaluate both log416 and log44 and show that their sum is equal to the value of log464.
Evaluate both logarithm subscript 4 baseline 16 and logarithm subscript 4 baseline 4 and show that their sum is equal to the value of logarithm subscript 4 baseline 64 .
Evaluate both log416 and log44 and show that their product is equal to the value of log420.
Evaluate both logarithm subscript 4 baseline 16 and logarithm subscript 4 baseline 4 and show that their product is equal to the value of logarithm subscript 4 baseline 20 .
Evaluate both log416 and log44 and show that their product is equal to the value of log464.
Evaluate both logarithm subscript 4 baseline 16 and logarithm subscript 4 baseline 4 and show that their product is equal to the value of logarithm subscript 4 baseline 64 .
Evaluate both log416 and log44 and show that their sum is equal to the value of log420.
The correct option is:
Evaluate both log416 and log44 and show that their product is equal to the value of log464. Evaluate both logarithm subscript 4 baseline 16 and logarithm subscript 4 baseline 4 and show that their product is equal to the value of logarithm subscript 4 baseline 64.