Question

Using the properties of logarithms, decide whether each equation is true or not. \text { 1. } \log (A B)=\log (A)+\log (B) \text { 2. } \sqrt{\ln (A)}=\ln \left(A^{(1 /

2)}\right) \text { 3. } \ln (A) \ln (B)=\ln (A)+\ln (B) \text { 4. } p \cdot \ln (A)=\ln \left(A^{p}\right) \text { 5. } \log (\sqrt{A})=\frac{1}{2} \log (A) \text { 6. } \frac{\log (A)}{\log (B)}=\log (A)-\log (B)

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