Answer:
n = m
By the definition of logarithms and due to the fact that logarithms are...
Step-by-step explanation:
Now, by the “logarithm of a power” property, we have:
log (x + y)² = log (xy) – log 3²
log (x + y)² = log (xy) – log 9
Now, by the “logarithm of a quotient” property, we have:
log (x + y)² = log (xy/9)
Now, let n = log (x + y)² and m = log (xy/9), then, substituting, we have the equality:
n = m
