Question

3^log6 11 * 2^log6 11

Answer 1

Ответ:

Объяснение:

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Answer 2

We can simplify the expression using the properties of logarithms.

Recall that log_a b is the exponent to which we raise a to get b. In other words, a^(log_a b) = b.

Using this property, we can rewrite the expression as:

3^(log6 11) * 2^(log6 11) = (3^(log6 11))^(log6 2) * (2^(log6 11))^(log6 2)

= 11^(log6 3) * 11^(log6 2)

= 11^(log6 3 + log6 2)

= 11^(log6 6)

= 6

Therefore, 3^(log6 11) * 2^(log6 11) = 6.