Write log(16) in terms of log(4). A) 2log(4) B) The expression cannot be written in terms of log(4). C) log(4) + 2 D) log₂(4)

Name: Write log(16) in terms of log(4). A) 2log(4) B) The expression cannot be written in terms of log(4). C) log(4) + 2 D) log 2 (4)
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Quizplus · Accepted Answer

We know that 16 = 4^2, so we can use the property of logarithms that log(a^b) = b*log(a). Thus, log(16) = log(4^2) = 2*log(4). Therefore, the answer is A.

Write Log(16) in Terms of Log(4)