![log_b(\frac{\sqrt[3]{x} }{36y^2} ) = log_b(\sqrt[3]{x}) - log_b(36y^2)](/tpl/images/1351/0801/e18ba.png)
![log_b(\sqrt[3]{x}) - log_b(36y^2) = (log_b(\sqrt[3]{x}) - [log_b36 + log_by^2)](/tpl/images/1351/0801/4105d.png)
![log_b \sqrt[n]{X} = log_b(X)^{\frac{1}{n}} = \frac{1}{n} log_b X](/tpl/images/1351/0801/73490.png)
![(log_b(\sqrt[3]{x}) - [log_b6^2 + log_by^2) = \frac{1}{3} log_bx - 2log_b 6 - 2log_by](/tpl/images/1351/0801/4879d.png)
![log_b(\frac{\sqrt[3]{x} }{36y^2} ) = \frac{1}{3} log_b x-2log_b6-2log_by](/tpl/images/1351/0801/a4b7f.png)
Explain which properties you would use to fully expand (the problem in the screenshot)
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Mathematics, 27.05.2021 14:50 Svetakotok
Explain which properties you would use to fully expand (the problem in the screenshot)
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