Question

Log35(1/5)+log35(1/7)

Answer 1

=Log35(1/5*1/7)=Log35(1/35)=(-1)

Answer 2

Решение на картинке.

Answer 3

To solve the expression:

log35(1/5) + log35(1/7)

We can use the logarithmic property that states:

logₐ(b) + logₐ(c) = logₐ(b * c)

Applying this property to the given expression, we have:

log₃₅(1/5) + log₃₅(1/7) = log₃₅((1/5) * (1/7))

Multiplying 1/5 by 1/7, we get:

log₃₅((1/5) * (1/7)) = log₃₅(1/35)

The expression simplifies to log₃₅(1/35).