Notes for Trigonometry SOHCAHTOA
... your calculator works. There are two types of trig problems. One you find the missing side, the other your find the missing angle. Each one is worked a different way, so look at the examples carefully. Example 1 ...
... your calculator works. There are two types of trig problems. One you find the missing side, the other your find the missing angle. Each one is worked a different way, so look at the examples carefully. Example 1 ...
9.3 Class Notes
... Definition 1: A ____________________ angle is an angle with its vertex at the center of the circle. Definition 2: An _____________ is an unbroken part of a circle. Definition 3: If Y and Z are the endpoints of a diameter, then the two arcs are called __________________. ...
... Definition 1: A ____________________ angle is an angle with its vertex at the center of the circle. Definition 2: An _____________ is an unbroken part of a circle. Definition 3: If Y and Z are the endpoints of a diameter, then the two arcs are called __________________. ...
100130811.2 Similar Triangles
... 11.2 Similar Triangles Recall that in order to be able to tell if triangles were congruent, we did not need to prove all sides and angles were congruent. We knew the triangles were congruent if we could prove SSS, SAS, AAS, or ASA. In these investigations, we are going to attempt to find out which s ...
... 11.2 Similar Triangles Recall that in order to be able to tell if triangles were congruent, we did not need to prove all sides and angles were congruent. We knew the triangles were congruent if we could prove SSS, SAS, AAS, or ASA. In these investigations, we are going to attempt to find out which s ...
Geometry Syllabus
... triangles (triangle inequality) and the order of sides and unknown side lengths or angles and inaccessible heights and distances, construct scaled drawings, and derive the basis for the trigonometric ratios. G.3.10 using trigonometric ratios, determine lengths of sides and measures of angles in righ ...
... triangles (triangle inequality) and the order of sides and unknown side lengths or angles and inaccessible heights and distances, construct scaled drawings, and derive the basis for the trigonometric ratios. G.3.10 using trigonometric ratios, determine lengths of sides and measures of angles in righ ...
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