

Drawing Triangles
Presentation
•
Mathematics
•
6th - 8th Grade
•
Hard
Joseph Anderson
FREE Resource
8 Slides • 3 Questions
1
Construct a triangle given two sides and one angle (SAS)
2
Lesson Objectives:
1- Construct triangles given two sides and one
angle using geometric tools.
2- Connect triangle construction to real-life
situations.
3
Multiple Choice
How many triangles do you see?
Only 2 triangles
4 triangles
8 triangles
12 triangles
4
Essential Question:
How does understanding the principles of triangle construction contribute to problem-solving and innovation in real-life contexts?
5
Multiple Select
Choose the construction in which a triangle can be seen within its design.
Golden Gate Bridge
Burj Khalifa
Cairo Pyramids
Sydney Opera House
6
Essential Question:
How does understanding the principles of triangle construction contribute to problem-solving and innovation in real-life contexts?
Sample answers.
Architects rely on triangle construction for stable building designs.
Engineers optimize support structures using triangle principles.
7
Constructing triangles examples – SAS
EX.1 Draw the triangle ABC accurately
8
Practice 1
(7 minutes)
Group Work
9
Multiple Choice
From Practice 1, what is the length of AB
5 cm
3 cm
3.6 cm
4 cm
10
Practice 2
(10 minutes)
Group Work
Hands-On Activity
11
Practice 3
(7 minutes)
Group Work
A carpenter is constructing a triangular roof for a small shed. They need to determine the length of one side of the roof given the lengths of two other sides and the included angle.
One side of the roof is 6 meters long.
Another side of the roof is 8 meters long.
The included angle between these two sides is 45∘
What is the length of the third side of the roof ?
Construct a triangle given two sides and one angle (SAS)
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