Simplify the expression: \( 8 u+6+6 u \) Submit

Combining like terms in the expression \( 8u + 6 + 6u \) gives us \( 14u + 6 \). So the simplified expression is \( 14u + 6 \). Now, let's put on our thinking caps! This type of simplification is a crucial skill in algebra that sets the foundation for solving equations and inequalities. By recognizing and combining like terms, you can make complex expressions much more manageable—just like organizing your closet by color or type! To avoid common mistakes while simplifying expressions, always look out for those pesky like terms! Make sure to double-check what you consider “like.” Remember, only the terms with the same variable raised to the same power can be combined. If you mix up terms, you might end up with a totally different outcome!