SWORD Log Rules Quiz

$$\log_65\ +\ \log_64\ +\ \log_6y$$  

$$\log_65\ -\ \log_64\ +\ \log_6y$$  

$$\log_65\ -\ \log_64\ -\ \log_6y$$  

$$\log_65\ -\ \log_64y$$  

$$\log\left(\frac{3x}{5x\ +\ 2}\right)$$  

$$\log\left(\frac{5x\ +\ 2}{3x}\right)$$  

$$\log\left(3x\left(5x+2\right)\right)$$  

$$\log\left(\frac{5x\ +\ 2}{3\ -\ x}\right)$$  

$$2\log_43x$$  

$$2\log_43\ +\ 2\log_4x$$  

$$\log_43\ +\ 2\log_4x$$  

$$2\log_43\ +\ \log_4x$$  

$$\log_3\left(\sqrt{xy^5}\right)$$  

$$\log_3\left(\sqrt{x}y^5\right)$$  

$$\log_3\left(5\sqrt{x}y\right)$$  

$$\log_3\left(xy\right)^{\frac{5}{2}}$$  

$$\ln\left(\frac{x^3}{y^8}\right)$$  

$$\ln\left(x^3y^8\right)$$  

$$24\ln\left(xy\right)$$  

$$11\ln\left(xy\right)$$  

$$\log_b\ \frac{x}{yz^5}$$  

$$\log_b\ \frac{x^3}{yz^{ }}$$  

$$\log\frac{x}{yz^5}$$  

$$\log_b\ \frac{x^3}{yz^5}$$  

log 10

log 6

log 24

log 144

True

False