9. There are 132 projects in the science fair. If 8 projects can fit in a row, how many ful rows of projects can be made? How many projects are in the row that is not full?

To find out how many full rows of projects can be made, you simply divide the total number of projects (132) by the number of projects that fit in each row (8). So, 132 ÷ 8 = 16 full rows, with a remainder of 4 projects. This means you can have 16 full rows of projects, and in the row that isn't full, there will be 4 projects. Math problems like these are not only essential for academic performance but also pop up in real-world scenarios! Think of organizing books on a shelf or tables at an event. Understanding how to compute rows and remainders helps in efficient space management and planning. You'll be using these skills for arranging anything from seating at a dinner to organizing supplies in a workspace.