Answer: The answer is: \( x<7 \) Exactly right. High fivel Show the full solution Write the answer in interval notation.

To solve the inequality \( x < 7 \), we can represent the solution graphically on a number line, where all numbers to the left of 7 are included, but not 7 itself. In interval notation, this solution is expressed as \( (-\infty, 7) \). This notation indicates that \( x \) can take any value from negative infinity up to, but not including, 7. Now, let's give a little clap for making deductions from inequalities! Understanding how to manipulate and express inequalities is a crucial skill that can have fun applications in real life, like budgeting or planning projects where limits matter. Keep exploring those boundaries!