Which quadrilateral is formed by the streets that border Lindon park?

• parallelogram

• rectangle

• square

• trapezoid

Which streets appear to form a square?

• Arbor Dr., Penny Ln., Oak St., and Easy Street

• Penny Ln., Oak St., and Vine St.

• Arbor Dr., Vine St., Sunset Blvd., and Easy Street

• Oak St., Wright Way, Arbor Dr., and Maple Ave.

Which quadrilateral is not formed by the streets on this map?

• square

• rectangle

• rhombus

• All of these quadrilaterals are found on the map.

Which of the following describes how this rectangle has been decomposed? Circle all the correct answers.

• 4 triangles

• 1 square and 2 triangles

• 1 square and 2 parallelograms

• 1 parallelogram and 2 triangles

• 2 squares made up of 2 triangles

Which of the following are two different ways to decompose a parallelogram using only triangles?

• Divide the parallelogram along one of its diagonals to form two triangles.

• Draw a line parallel to one of the sides from a vertex to the opposite side, forming two triangles.

• Cut the parallelogram into four equal triangles by drawing two diagonals.

• Divide the parallelogram into three triangles by drawing lines from each vertex to the center.

Gregory has this shape. How can he use this shape to compose a trapezoid?

• By rotating the shape 90 degrees

• By flipping the shape horizontally

• By combining it with a square and another identical shape

• By cutting the shape into two equal parts