Using the properties of logarithms, decide whether each equation is true or not.

? True False  1. $p \cdot \ln{(A)} = \ln{(A^p)}$

? True False  2. $\log{( \sqrt{A} )} = \frac{1}{2} \log{(A)}$

? True False  3. $\displaystyle \frac{\log{(A)}}{\log{(B)}} = \log{(A)} - \log{(B)}$

? True False  4. $\ln{(A)} \ln{(B)} = \ln{(A)} + \ln{(B)}$

? True False  5. $\sqrt{ \ln{(A)}} = \ln{(A^{(1/2)})}$

? True False  6. $\log{(AB)} = \log{(A)} + \log{(B)}$