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Classifying Triangles As Equilateral, Isosceles, Or Scalene
Test Description: Classifying Triangles as Equilateral, Isosceles, or Scalene
Instructions: Answer all questions to get your test result.
1) Based on the length of it sides, this triangle is:
A
EQUILATERAL (all sides the same length)
B
SCALENE (no sides the same length)
C
ISOSCELES (two sides the same length)
2) Based on the length of it sides, this triangle is:
A
ISOSCELES (two sides the same length)
B
EQUILATERAL (all sides the same length)
C
SCALENE (no sides the same length)
3) Based on the length of it sides, this triangle is:
A
ISOSCELES (two sides the same length)
B
SCALENE (no sides the same length)
C
EQUILATERAL (all sides the same length)
4) Based on the length of it sides, this triangle is:
A
EQUILATERAL (all sides the same length)
B
SCALENE (no sides the same length)
C
ISOSCELES (two sides the same length)
5) Based on the length of it sides, this triangle is:
A
SCALENE (no sides the same length)
B
ISOSCELES (two sides the same length)
C
EQUILATERAL (all sides the same length)
6) Based on the length of it sides, this triangle is:
A
SCALENE (no sides the same length)
B
ISOSCELES (two sides the same length)
C
EQUILATERAL (all sides the same length)
7) Based on the length of it sides, this triangle is:
A
EQUILATERAL (all sides the same length)
B
SCALENE (no sides the same length)
C
ISOSCELES (two sides the same length)
8) Based on the length of it sides, this triangle is:
A
EQUILATERAL (all sides the same length)
B
ISOSCELES (two sides the same length)
C
SCALENE (no sides the same length)
9) Based on the length of it sides, this triangle is:
A
EQUILATERAL (all sides the same length)
B
ISOSCELES (two sides the same length)
C
SCALENE (no sides the same length)
10) Based on the length of it sides, this triangle is:
A
EQUILATERAL (all sides the same length)
B
ISOSCELES (two sides the same length)
C
SCALENE (no sides the same length)
11) Based on the length of it sides, this triangle is:
A
ISOSCELES (two sides the same length)
B
EQUILATERAL (all sides the same length)
C
SCALENE (no sides the same length)
12) Based on the length of it sides, this triangle is:
A
SCALENE (no sides the same length)
B
ISOSCELES (two sides the same length)
C
EQUILATERAL (all sides the same length)
13) Based on the length of it sides, this triangle is:
A
ISOSCELES (two sides the same length)
B
SCALENE (no sides the same length)
C
EQUILATERAL (all sides the same length)
*select an answer for all questions
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