Equation \[ 17+(7 * x)=80 \]

To solve the equation \( 17 + (7 * x) = 80 \), let's first isolate the term with \( x \). Subtract 17 from both sides, giving us \( 7 * x = 63 \). Now, divide both sides by 7, leading us to \( x = 9 \). So, the solution is \( x = 9 \)! Now, wouldn’t it be fun to think of algebra like a treasure map? Each step you take—subtracting or dividing—brings you closer to the hidden treasure: the value of \( x \). With practice, you’ll navigate through equations like a seasoned explorer! You can find many everyday applications of algebra, from budgeting and cooking to engineering and computer programming! Say you’re adjusting a recipe; if it calls for 7x of an ingredient and you only have 80 units to work with, knowing \( x \) lets you scale down perfectly! Who knew algebra could be so deliciously practical?