#### Alison Kimbley

pdf

Subject Area:

Mathematics

Strand:

Number

Four

Content (topic)

Exploring Fractions

WNCP:

 Outcome N4.6: Demonstrate an understanding of fractions less than or equal to one by using concrete and pictorial representations to: Name and record fractions for the parts of a whole or a set. Compare and order fractions. Model and explain that for different wholes, two identical fractions may not represent the same quantity provide examples of where fractions are used. Indicators: Represent a fraction using concrete materials. Represent a fraction based on a symbolically concrete representation. Represent a fraction pictorially by indicating parts of a whole. Mathematical Processes: Connections Communication Problem solving Reasoning Visualization

Lesson Preparation:

Equipment/materials:

• White paper
• Tape
• Worksheet

Presentation
Development

• Remind the students of the history of the Red River Cart and review the information from the PowerPoint. Ask students specific question that relate to the history of the Red River cart. Such questions might include:
• How did the Red River cart cross-waterways? (The high wheels provide stability and could be removed and lashed to the bottom to form a raft and float across waterway).
• What were the two materials the Red River cart was made from? (They were created from wood and leather).
• Show the students the photo above and ask them to count the number of spokes. Explain to the students that they are going to make model Red River Cart wheels with different numbers of spokes.

• Give each student a copy of the pdf version of Appendix 1. Have each student cut out the two rectangles on this sheet and then cut along the black lines to form 20 spokes.

• Have each student place 3 spokes on one of the wheels to divide the wheel into three equal parts (sectors). Ask the students what fraction of the wheel is represented by each part (1/3). Ask the students to show the fraction 1/2 using the spokes of the red river cart.

• Clear the spokes from the wheel. Ask students to create their own fraction by putting a select number of spokes on the wheel. They will swap wheels with a partner and determine what fraction their peer has created on the wheel. Students can do a check with the peer to see if they are correct.
 Appendix 1: