X. \( 11 x-8=63 \)

To solve the equation \( 11x - 8 = 63 \), the first step is to isolate the term with \( x \). Start by adding 8 to both sides, which gives you \( 11x = 71 \). Next, divide both sides by 11, resulting in \( x = \frac{71}{11} \), which is approximately 6.45. Voilà! You've solved for \( x \), and now you're ready to tackle more equations like a pro! Equations like this one are often seen in algebra classes and real-life situations! For instance, if you’re trying to budget your allowance or determine how much of a product to buy, understanding how to manipulate equations can help you solve problems effectively. You can even use similar principles in cooking, adjusting recipes based on the number of servings you need. Engage that math magic!