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Verified Answer :

JcAlmighty

The answer is 2) (log2)6/(log2)3.

Use the change-of-base formula: \(log_a(x)= \frac{log_b(x)}{log_b(a)}\)

So, if we want to write log3(6) as a logarithm of base 2, in these example a = 3, x = 6, b = 2:
\(log_3(6)= \frac{log_2(6)}{log_2(3)}\)

Answer:

B. (log2)6

(log2)3

is your answer

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