Partitioning Rectangles with Same-sized Squares

This lesson teaches how to partition a rectangle using same-sized squares. It begins with an introduction to quadrilaterals, focusing on rectangles and squares, and their attributes. The concept of overlap is explained, emphasizing the importance of covering a shape completely without overlapping. The lesson then demonstrates how to partition a rectangle using squares, ensuring no overlap, and counting the number of squares needed. The lesson concludes with a summary of the partitioning process.

What is a key difference between a rectangle and a square?

• The number of angles

• The length of the sides

• The number of corners

• The number of sides

What does it mean when there is an overlap while covering a shape?

• The shape is completely covered

• One piece is on top of another

• There are gaps between pieces

• The pieces are touching each other

What is the purpose of partitioning a rectangle with squares?

• To change the shape of the rectangle

• To measure the perimeter of the rectangle

• To find the area of the rectangle

• To cover the rectangle without any gaps or overlaps

How many same-sized squares are needed to cover a rectangle without overlap in one of the examples?

• Five

• Seven

• Four

• Six

What is the term used to describe dividing a shape into sections?

• Aligning

• Covering

• Partition

• Overlap