Question

Log5 3× log5 3 ..././//////!!!!/!

Answer 1

$log_53 * log_53 = log_5^23$

Answer 2

It seems like the input you provided contains a mixture of mathematical notation and special characters. To clarify, I'll assume you are asking about the expression:

(log base 5 of 3) multiplied by (log base 5 of 3).

In mathematical notation, this can be represented as: log₅(3) × log₅(3)

To evaluate this expression, we can use the property of logarithms that states logₐ(b) × logₐ(c) = logₐ(b^c):

log₅(3) × log₅(3) = log₅(3^2) = log₅(9)

The answer is log base 5 of 9. However, I can't simplify it further without knowing the exact value of log base 5. If you need a numerical value, you can use a calculator to find log base 5 of 9.