Lesson Plan
Subject/Topic: Math/ Triangle Inequality Theorem
Time (minutes) required for lesson: 60 minutes
CC Georgia
Performance Standards for this lesson:
MCC7.G.2. Draw
(freehand, with ruler and protractor, and with technology) geometric shapes with
given conditions. Focus on constructing triangles from three measures of angles
or sides, noticing when the conditions determine a unique triangle, more than
one triangle, or no triangle.
Essential Question(s):
- What is the relationship between the sides of a triangle?
Purpose/Relevance:
- Students need to understand what side lengths will create a triangle in order to recognize whether measurements are valid or not.
- Students will be able to determine whether side lengths create a triangle by applying their understanding of the triangle inequality theorem.
- Materials/Equipment/Technology Required:
- Computer, projector, and
Mobi Tablet OR white board.
- Olympic Math website: http://nrich.maths.org/8191
- Straws and Triangle
Inequality Theorem worksheet
PROCEDURES
Warm-up: (10 minutes)
Olympic Math-
Identify and describe angles various pictures from the Olympics which
highlight angle relationships such as supplementary, complementary, vertical,
corresponding, and adjacent.
Format of the lesson: (30 minutes)
Independent Practice:
1. Students
will work individually to create various examples of triangles using the
manipulative activity and discover the pattern that lends itself to the
Triangle Inequality Theorem. The teacher will facilitate learning by keeping
students on track and answering any questions they may have, but the students
will discover the theorem for themselves.
Direct Instruction:
(10 minutes)
1. Teacher
will take examples from each student and use probing questions to draw out the
pattern that the students found from their experimentation.
Closure: 10
minutes
1. Ask students to summarize what they learned.
2. Exit
ticket. Using the formula for the Triangle Inequality Theorem, give one example
of a set of sides that do not create a triangle and another example of a set of
sides that do create a triangle.
Appendices:
Triangle Inequality Theorem Task http://www.glencoe.com/sites/common_assets/support_pages/MC_Course3/Triangle_Inequality.pdf
No comments:
Post a Comment