Mathematics: Use the change of base formula to evaluate log3(73).

Use the change of base formula to evaluate log3(73).

Ответ:

Sairra

10.01.2022

The change of base formula allows you to write a logarithm in terms of logarithms with another base. It follows this pattern,

$log_{a}x = \frac{ log_{b}x }{log_{b}a }$

where a≠1 and b≠1

Assigning the base to be 7,

$log_{3}73 = \frac{ log_{7}73 }{log_{7}3 }=3.9$

I hope I was able to answer your question. Have a good day.

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Ответ:

janelly66

24.10.2020

Mathematics

C)$6,458.50

Step-by-step explanation:

$40,917 − $28,000 = $12,917

Two semesters per year.

$12,917 ÷ 2 = $6,458.50

the answer is C) i took the quiz and got it right.

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Use the change of base formula to evaluate log3(73).

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