Algebra Examples

$\log_{5} (20) \cdot \log_{20} (60) \cdot \log_{60} (100) \cdot \log_{100} (125) \cdot \log_{4} (40) \cdot \log_{40} (16)$

Step 1

Multiply $\log_{5} (20) \log_{20} (60) \log_{60} (100) \log_{100} (125) \log_{4} (40)$ by $\log_{40} (16)$ .

$\log_{5} (20) \log_{20} (60) \log_{60} (100) \log_{100} (125) \log_{4} (40) \log_{40} (16)$

Step 2

The result can be shown in multiple forms.

Exact Form:

$\log_{5} (20) \log_{20} (60) \log_{60} (100) \log_{100} (125) \log_{4} (40) \log_{40} (16)$

Decimal Form:

$6$