unit 6: right triangles and trigonometry unit 6: right triangles and
... I can explain why any right triangle yields the same trig values. I can explain the relationship of sine and cosine with complementary angles ...
... I can explain why any right triangle yields the same trig values. I can explain the relationship of sine and cosine with complementary angles ...
2013年1月12日托福写作真题回忆
... f) Regular Polygons E. Circles 1. Special lines and their related angles a) Radius and diameter b) Chord c) Tangent d) Secant 2. Angle and arc measurement 3. Polygons inscribed in circles F . Perimeter and area 1. Triangles 2. Polygons 3. Circles a) Circumference and arc length b) Area of sectors an ...
... f) Regular Polygons E. Circles 1. Special lines and their related angles a) Radius and diameter b) Chord c) Tangent d) Secant 2. Angle and arc measurement 3. Polygons inscribed in circles F . Perimeter and area 1. Triangles 2. Polygons 3. Circles a) Circumference and arc length b) Area of sectors an ...
Important things to remember for the Geometry EOC
... ii. Shorter length of median is half the longer length of median d. ORTHOCENTER: Altitudes i. Altitude: segment from vertex that is perpendicular to opposite side 16.Proving Triangles Congruent: a. SSS, SAS, ASA, AAS, HL (HL only proves RIGHT TRIANGLES ) b. Use CPCTC to prove “Corresponding Parts o ...
... ii. Shorter length of median is half the longer length of median d. ORTHOCENTER: Altitudes i. Altitude: segment from vertex that is perpendicular to opposite side 16.Proving Triangles Congruent: a. SSS, SAS, ASA, AAS, HL (HL only proves RIGHT TRIANGLES ) b. Use CPCTC to prove “Corresponding Parts o ...