# How do you solve Log p = Log 6 + 3 Log 5?

Jun 28, 2016

750

#### Explanation:

$L o g p = L o g 6 + 3 L o g 5$

$L o g p = L o g 6 + L o g {5}^{3}$

$L o g p = L o g \left(6 \cdot {5}^{3}\right)$

$p = 6 \cdot {5}^{3} = 750$