\( \log 5+\log 2=\square( \) Simplify your answer. \( ) \)

Using the properties of logarithms, we can simplify the expression \(\log 5 + \log 2\) as follows: \(\log 5 + \log 2 = \log(5 \cdot 2) = \log 10.\) Therefore, the simplified result is \(\log 10\). Since the base of the logarithm is commonly understood to be 10 (when not specified), we can further simplify this as: \(\log 10 = 1.\) So the final answer is \(1\).