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This lesson
will provide the students an opportunity to learn some of the many interesting
properties of Right triangles.
Subject: Geometry
Topic: Right triangles
Grade Level: 8th - 12th
Student Lesson: What
is special about Right Triangles?
This lesson addresses the following California
State Standards:
Grades: 8th - 12th: Geometry
Standard 14.0
Students prove the Pythagorean theorem.
Standard 15.0
Students
use the Pythagorean theorem to determine distance and find missing lengths
of sides of right triangles.
Standard 20.0
Students know
and are able to use angle and side relationships in problems with special
right triangles, such as 30°,
60°, and 90°
triangles and 45°,
45°, and 90°
triangles.
This lesson will allow the students to meet the following
objectives:
1. Given an incomplete worksheet of a Pythagorean Theorem Proof,
students will produce the missing steps to successfully complete the
proof.
2. Given the dimensions of a rectangular box, students will
apply the Pythagorean Theorem to find the length of a diagonal of the box.
3. Given one side of a special right triangle, students will determine
the lengths of the other two sides by applying the "side relationship"
conjectures.
Introductory
Activity
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Enabling
Activity(ies)
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Culminating
Activity
Insert your grading rubric
for the culminating activity or a link to your rubric or test document
file.
After implementing your lesson
(sometime between January & March), insert a chart of your pre-test,
post-test, and culminating assessment data.
Introductory Activity
List and link the web resources
for this activity here. Also link supplementary materials such as PDF files
and /or document files.
Enabling Activity
List and link the web resources
for your learning activity(ies) here. Also link supplementary materials
such as PDF files and /or document files.
Culminating Activity
List and link the web resources
for this activity here. Also link supplementary materials such as PDF files
and /or document files.
School Name
School Location
Your Name and
e-mail address
Last Revised:
00/00/2000 (insert and update last revision date every time you work
on this page) |