• Matéria: Matemática
  • Autor: Leovirus
  • Perguntado 4 anos atrás

O valor de log 64/81 em função de a e b , sendo log 2 = a e log 3 = b, é:

6a + 4b

4b - 6a

6a -4b

4a - 6b

24ab

Respostas

respondido por: CyberKirito
3

\large\boxed{\begin{array}{l}\sf \ell og\bigg(\dfrac{64}{81}\bigg)=\ell og64-\ell og81\\\sf \ell og\bigg(\dfrac{64}{81}\bigg)=\ell og2^6-\ell og3^4\\\sf \ell og\bigg(\dfrac{64}{81}\bigg)=6\ell og2-4\ell og3\\\sf \ell og\bigg(\dfrac{64}{81}\bigg)=6a-4b\\\huge\boxed{\boxed{\boxed{\boxed{\sf\maltese~alternativa~c}}}}\end{array}}

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