31. Corollary to the
Pythagorean Theorem
âąIf the sum of the squares
of the two shorter sides
of a triangle is less than
the square of the longest
side, then the triangle is
______.
32. Corollary to the
Pythagorean Theorem
âąIf the sum of the squares
of the two shorter sides
of a triangle is less than
the square of the longest
side, then the triangle is
______.obtuse
33. Corollary to the
Pythagorean Theorem
âąIf the sum of the squares
of the two shorter sides
of a triangle is greater
than the square of the
longest side, then the
triangle is ______.
34. Corollary to the
Pythagorean Theorem
âąIf the sum of the squares
of the two shorter sides
of a triangle is greater
than the square of the
longest side, then the
triangle is ______.acute
35. Corollary to the
Pythagorean Theorem
âąIf the sum of the squares
of the two shorter sides
of a triangle is equal to
the square of the longest
side, then the triangle is
______.
36. Corollary to the
Pythagorean Theorem
âąIf the sum of the squares
of the two shorter sides
of a triangle is equal to
the square of the longest
side, then the triangle is
______.right