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Geometry Section 5.5 Day 2 Inequalities in Triangles Name: Date: Period: Target Goals: 1. To use inequalities involving angles of triangles 2. To use inequalities involving sides of triangles DISCOVERY
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How to fill out triangle inequality formorem form:

01
Start by identifying the three sides of the triangle. Label them as side A, side B, and side C.
02
Determine the length of each side using appropriate measurements or given values.
03
Apply the triangle inequality theorem, which states that the sum of the lengths of any two sides of a triangle must be greater than the length of the third side.
04
Write down the inequality statement using the triangle inequality formorem form: side A + side B > side C, side B + side C > side A, side A + side C > side B.
05
Substitute the known values or measurements into the inequality statement to see if it holds true.
06
If the inequality holds true, then the triangle can exist with the given side lengths. If not, then the triangle cannot be formed.
07
Repeat steps 1-6 for any other triangles you need to fill out the form for.

Who needs triangle inequality formorem form:

01
Geometry students studying triangles and their properties may need to fill out the triangle inequality formorem form as part of their coursework or exams.
02
Architects and engineers who work with structural designs or calculations involving triangles may use the triangle inequality formorem form to ensure the stability and feasibility of their designs.
03
Construction workers or contractors who need to assess the safety and strength of triangular structures may refer to the triangle inequality formorem form as a guideline in their work.
04
Individuals interested in recreational mathematics or puzzle-solving may use the triangle inequality formorem form to explore and create various triangle shapes with specific side lengths.
05
Teachers or educators who teach geometry may use the triangle inequality formorem form as a tool to introduce and reinforce the concept of triangle inequalities.
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Triangle inequality formorem form is a mathematical concept stating that the sum of the lengths of any two sides of a triangle must be greater than the length of the third side.
Mathematicians, students studying geometry, and anyone dealing with triangles may need to apply the triangle inequality formorem form in their work.
To apply the triangle inequality formorem form, you need to compare the lengths of the sides of a triangle to ensure they meet the criteria of the inequality.
The purpose of triangle inequality formorem form is to verify if a set of side lengths can form a valid triangle.
The lengths of the three sides of the triangle need to be inputted into the triangle inequality formorem form.
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