What is \( 17 x+4-3 x \) simplified?

To simplify \( 17x + 4 - 3x \), you start by combining like terms. Here, \( 17x \) and \( -3x \) are like terms. When you combine them, \( 17x - 3x = 14x \). So, the expression becomes \( 14x + 4 \). That’s your simplified expression! If you're looking to go a bit deeper into the world of algebra, everything begins with variables and constants! Variables, like \( x \), take the spotlight by representing unknown values, while constants, like \( 4 \), remain fixed. This is fundamental in algebra since it allows you to form equations and manipulate them to solve for unknowns. For a sneak peek into everyday uses of algebra, consider budgeting! When you're planning your finances, you might express your income and expenses using variables. For example, if \( x \) is your monthly income and \( y \) is your monthly expenses, you can set up equations to see how much you save (or overspend) each month. It’s like playing detective with your wallet!