Mathematics: Write log8 3 as a logarithm of base 5. 1) (log3)5/(log8)5 2) (log5)3/(log5)8 3) (log8)5/(log3)5 4) (log5)8/(log5)3

Write log8 3 as a logarithm of base 5. 1) (log3)5/(log8)5

Ответ:

aletadaboss

15.01.2022

The answer is 2) (log5)3/(log5)8

We will use the change-of-base formula: $log_a(x)= \frac{log_b(x)}{log_b(a)}$

So, if we want to write log8 3 as a logarithm of base 5, in these example a = 8, x = 3, b = 5:
$log_8(3)= \frac{log_5(3)}{log_5(8)}$

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Ответ:

juansantos7b

14.07.2020

Mathematics

idk

Step-by-step explanation:

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Write log8 3 as a logarithm of base 5.

1) (log3)5/(log8)5
2) (log5)3/(log5)8
3) (log8)5/(log3)5
4) (log5)8/(log5)3

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