1
Q
Where it come from?
A
2
Q
Example 1
A
3
Q
Example 2
A
4
Q
Example 3
A
5
Q
What are the other 2 identities for Pythagorean?
A
6
Q
Example 4
A
7
Q
Example 5
A
8
Q
Example 6
A
9
Q
Example 7
A
10
Q
Example 8
A
11
Q
Example 9
A
12
Q
Example 10
A
13
Q
Example 11
A
14
Q
Example 12
A
15
Q
Example 13
A
16
Q
Example 14
A
Trigonometry123
flashcards
Decks in class (27)
# Cards
-
Intro to Trig6
-
Solving Triangles: Using SohCahToa to find missing sides5
-
Special Triangles: 30-60-90 & 45-45-9011
-
Ratios Solving Special Triangles: 30-60-90 & 45-45-9010
-
Secant Co-Secant, Co-Tangent & the other 3 trig functions8
-
Into To Unit Circle54
-
Finding Cos,Sin,Tan of Radian Angles8
-
Converting Degrees to Radians reverse3
-
How to find Trig functions of Co-Terminal Angles7
-
Solving Basic Trig Equations25
-
Inverses of Sin,Cos,Tan3
-
Specific vs General Solution6
-
Solving Trig Equations with Exponents4
-
Solving Basic Trig Equations(Factoring)3
-
Solving Basic Trig Equations(# in front of thata)3
-
Trig Proofs5
-
Pythagorean Identity16
-
Double Angle Formulas2
-
Half Angle Formulas4
-
Sum and Diff Formulas2
-
Even Odd Properties1
-
Power Reducing Formulas4
-
Sin and Cos Graphing19
-
Laws of Cosine and Sine10
-
Graphing Tangent and Co-Tangent6
-
Graphing Secant and Co-Secant7
-
Parametric Equations11
