Given: log4 z = B log2/3z, for all z > 0. Find the value of constant B.
Given: log4 z = B log2/3z, for all z > 0. Find the value of constant B. Correct Answer 1/(2*ln(3))
By using change of base formula we can have ln (x) / ln(4) = B ln(x) / ln(2/3) ⇒ B = 1/(2*ln(3)).
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Feb 20, 2025