Michael I. answered 03/22/19
Accredited Master Tutor
Hello Dazzmine
You break down logb(75) into logb(5*5*3) = logb(5) + logb(5) + logb(3) = 2(0.8271) + 0.5646 = 1.6542 + 0.5646 = 2.2188.
Sincerely
Michael Imbert
Dazzmine A.
asked 03/10/19Approximate the logirithm logb75 using properties of logarithms, given logb2=0.3562, and logb3=0.5646, and logb5=0.8271.
Michael I. answered 03/22/19
Accredited Master Tutor
Hello Dazzmine
You break down logb(75) into logb(5*5*3) = logb(5) + logb(5) + logb(3) = 2(0.8271) + 0.5646 = 1.6542 + 0.5646 = 2.2188.
Sincerely
Michael Imbert
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