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Distance Between Two Points Worksheet Maze

Distance Between Two Points Worksheet Maze preview
Distance Between Two Points Worksheet Maze preview

Look Inside · 5 pages · answer key included

Teacher introduction lists maze materials and explains using the Pythagorean theorem or distance formula.
Teacher introduction and directions for the resource
Distance Between Two Points MAZE starts at B(4, 4) and F(0, 5); students follow calculated distances.
Maze activity for calculating coordinate distances
Coordinate-plane reference for the maze plots labeled points, including B(4, 4), F(0, 5), and L(0, 0).
Coordinate-plane reference for the maze
Student work page provides 10 numbered spaces for distance calculations, starting with B(4, 4) and F(0, 5).
Work space for 10 steps through the maze

Answer key included

Answer key included
Attributes
Grades

Grade 8

File

PDF

Editable
No
Rating
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About This Product

This resource was developed to meet the requirements of the 8th Grade Geometry Standard below:

CCSS.MATH.CONTENT.8.G.B.8

Apply the Pythagorean Theorem to find the distance between two points in a coordinate system.

NOTE: This activity is designed for students to apply Pythagorean theorem to two coordinates while looking at the coordinate plane but is easily converted to practice with the Distance Formula by not including coordinate plane to reference.

What's Included

This resource contains the following items:

1) Distance between Two Points MAZE Activity

2) Coordinate Plane Workspace for use with Pythagorean Theorem

3) Student Workspace

4) Answer Key

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