4)) Write an expression for the sequence of operations described below. 4)) 9 increased by the difference of 10 and \( d \) Do not simplify any part of the expression. \begin{tabular}{llll}\hline (ㅁ) \end{tabular}

To express the sequence of operations, you start with the difference of 10 and \( d \), which can be written as \( 10 - d \). You then take this difference and increase it by 9. Thus, the final expression for the entire operation is \( 9 + (10 - d) \). Now, let's break it down even further! Imagine you're on a treasure hunt where you have 10 gold coins, but then your sneaky friend \( d \) steals some away. You complain to your other friend that you have 9 coins left after figuring out that the difference makes quite the impact on your overall coin count! Feeling inspired? Check out books on algebraic expressions! Learning about how to manipulate terms and practice defining relationships can be super rewarding—almost as rewarding as finding that hidden treasure. Plus, watch out for puzzles and resources online that can give you a more interactive experience in understanding these concepts!