Logarithmic Properties and Operations

$$\log4-\log x$$  

$$\log4+\log x$$  

$$4\log x$$  

$$x\log4$$  

$$\log x+\log y$$  

$$x\log y$$  

$$\log(x-y)$$  

$$\log x-\log y$$  

$$2\log_3\left(\frac{u}{z}\right)$$  

$$\log_3\left(\frac{u^2}{z}\right)$$  

$$\log_3\left(u^2-z\right)\ \$$  

$$2\log_3\left(u-z\right)$$  

2

3

4

5

$$\log_3x=y$$  

$$\log_3y=x$$  

$$\log_xy=3$$  

$$\log_yx=3$$  

$$\log x+2\log y$$  

$$\log x+\log y^2$$  

$$\log x-2\log y$$  

$$\log x+\log y+\log2$$  

logm-log3-logn

3logm+logn

3logm-logn

3log(m-n)