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Classifying Triangles Basic Geometry Notes Every triangle can be classified 2 ways. Equilateral Triangle • 3 Congruent Sides A AC = 6 cm AB = 6 cm B BC = 6 cm C Scalene Triangle A • 3 noncongruent sides m CA = 10 cm m AB = 6 cm B m BC = 8 cm C Isosceles Triangle • At least one pair of congruent sides A m AB = 6 cm B m CA = 6 cm C m BC = 7 cm Right Triangle A • 1 right angle mÐBAC = 52° mÐABC = 90° B • 2 acute angles mÐACB = 38° C Acute Triangle A • 3 acute angles mÐBAC = 70° mÐCBA = 64° B mÐACB = 46° C Obtuse Triangle A mÐCAB = 102° mÐACB = 32° mÐABC = 46° B C • 1 obtuse angle • 2 acute angles Equiangular Triangle • 3 congruent angles A • All angles equal 60 degrees mÐCAB = 60° mÐABC = 60° B mÐACB = 60° C Practice Problem #1 For the answer, Click Here • Classify the triangle 2 ways: A m CA = 9 cm m AB = 4 cm B • This triangle is a Right triangle AND a Scalene triangle. C m BC = 7 cm Practice Problem #2 For the answer, Click Here • Classify the triangle 2 ways: A m AC = 6 cm C mÐCAB = 109° m AB = 6 cm m BC = 10 cm B • This triangle is an Obtuse triangle AND an Isosceles triangle. Practice Problem #3 For the answer, Click Here • Classify the triangle as specifically as possible: A AB = 7 cm AC = 7 cm B BC = 7 cm C • This triangle is Equilateral AND Equiangular. Try These Fill in the blanks with either: A for Always, S for Sometimes, N for Never 1) A triangle ___ has two right angles. 2) A triangle ___ has exactly one acute angle. 3) A triangle ___ has at least two acute angles. 4) An obtuse triangle __ has exactly two acute angles. 5) An isosceles triangle ___ has three congruent sides. 6) An equilateral triangle is ___ isosceles. The End