Sum of the Interior Angles of a Triangles, Triangle Classification and Properties of Isosceles Triangles
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Last updated over 4 years ago
7 questions
2
ΔHIT has angles where ∠H = x+15, ∠I = x, and ∠T = 3x. Find the value of x.
ΔHIT has angles where ∠H = x+15, ∠I = x, and ∠T = 3x. Find the value of x.
1
Classify each of the triangles below by sides and angles. *Note, you will NOT use all options.
Classify each of the triangles below by sides and angles.
*Note, you will NOT use all options.
- Acute
- Obtuse
- Right
- Equiangular
- Scalene
- Isosceles
- Equilateral
1
Classify each of the triangles below by sides and angles. *Note, you will NOT use all options.
Classify each of the triangles below by sides and angles.
*Note, you will NOT use all options.
- Acute
- Obtuse
- Right
- Equiangular
- Scalene
- Isosceles
- Equilateral
1
Classify each of the triangles below by sides and angles. *Note, you will NOT use all options.
Classify each of the triangles below by sides and angles.
*Note, you will NOT use all options.
- Acute
- Obtuse
- Right
- Equiangular
- Scalene
- Isosceles
- Equilateral
2
Find the value of x and y in the picture below.
Find the value of x and y in the picture below.
3
Given that ΔABC is equiangular, m∠C = (19x+3)°, and BC = x+2, find x and the length of BC.
Given that ΔABC is equiangular, m∠C = (19x+3)°, and BC = x+2, find x and the length of BC.
0
Rate your understanding of the learning targets on this skills check. (1 lowest, 4 highest)
Rate your understanding of the learning targets on this skills check. (1 lowest, 4 highest)