6.1
... An oblique triangle is a triangle that does not contain a right angle. An oblique triangle has either three acute angles or two acute angles and one obtuse angle. The relationships among the sides and angles of right triangles defined by the trigonometric functions are not valid for oblique triangle ...
... An oblique triangle is a triangle that does not contain a right angle. An oblique triangle has either three acute angles or two acute angles and one obtuse angle. The relationships among the sides and angles of right triangles defined by the trigonometric functions are not valid for oblique triangle ...
Geometry Day 2
... ♣ ProperDes of sides – parallel, perpendicular, congruent, number of sides ♣ ProperDes of angles – types of angles, congruent • Examples: ♣ A right triangle can be both scalene and isosceles, b ...
... ♣ ProperDes of sides – parallel, perpendicular, congruent, number of sides ♣ ProperDes of angles – types of angles, congruent • Examples: ♣ A right triangle can be both scalene and isosceles, b ...
Geometry Vocabulary
... By side measure • Equilateral – all sides congruent (ΔABC) • Isosceles – at least two sides congruent (ΔXYZ) • Scalene – no sides congruent (ΔRST) ...
... By side measure • Equilateral – all sides congruent (ΔABC) • Isosceles – at least two sides congruent (ΔXYZ) • Scalene – no sides congruent (ΔRST) ...
Geometry Scope and Sequence 2012-13
... Additional (A) for coherence. Major clusters are areas of intensive focus, where students need fluent understanding and are able to apply the core concepts. Supporting clusters are areas that should link to the core concepts in the major clusters and apply them. Additional clusters expose students t ...
... Additional (A) for coherence. Major clusters are areas of intensive focus, where students need fluent understanding and are able to apply the core concepts. Supporting clusters are areas that should link to the core concepts in the major clusters and apply them. Additional clusters expose students t ...
