Classifying Triangles As Equilateral, Isosceles, Or Scalene Question Preview (ID: 55342)


Classifying Triangles As Equilateral, Isosceles, Or Scalene. TEACHERS: click here for quick copy question ID numbers.

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)
d)

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)
d)

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)
d)

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)
d)

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)
d)

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)
d)

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)
d)

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)
d)

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)
d)

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)
d)

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)
d)

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)
d)

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)
d)

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