Practice with log properties

Answer explanation

 $\log_bx=\frac{\log x}{\log b}=\frac{\ln x}{\ln b}$  

Tags

Change-of-base

Answer explanation

 $\log_bx=\frac{\log x}{\log b}=\frac{\ln x}{\ln b}$  

Answer explanation

Think: Change-of-base

Answer explanation

Change-of-base

Answer explanation

Answer explanation

Rewrite the cube root as t^1/3 first.  Then, use the power property of logs.

Answer explanation

The square root is the 1/2 power.

Expand the expression using the properties of logarithms.

Answer explanation

Power prop first, then quotient prop.

Expand the expression using the properties of logarithms.

Answer explanation

$Use\ the\ power\ property\ twice,\ and\ quotient\ property$

Answer explanation

Use the quotient property