\begin{tabular}{l} Is the following statement true or false? \\ \( 6+8 \geq 6(8) \) \\ \hline False \end{tabular}

Let’s break it down: On the left side, we have \(6 + 8 = 14\). On the right side, \(6(8) = 48\). Now, comparing these values, we see that \(14 \geq 48\) is false. So, the statement \(6 + 8 \geq 6(8)\) is indeed false. It’s a good reminder to always compute carefully—just because a concept feels right doesn’t mean the math agrees! Misunderstandings around basic operations can lead to mistakes in more complex algebra. Double-check your calculations and remember the order of operations (PEMDAS/BODMAS) when tackling inequalities or expressions. It can save you from those pesky errors!