Sinθ

Cosθ

Tanθ

Secθ

Cosecθ

Cotθ

Reciprocal of Sinθ

Reciprocal of Cosθ

Reciprocal of Tanθ

Reciprocal of Secθ

Reciprocal of Cosecθ

Reciprocal of Cotθ

Cosec^2(θ)

Sec^2(θ)

Complementary Angles

Polar Coordinates (x,y) become

Pythagoras' Theorem

30dg

45dg

60dg

90dg

180 dg

360dg

1 rad

1 is equal to

Cos(A+B)=

Sin(A+B)=

Tan(A+B)=

State the definition of A,B,C and D:
y=Asin(Bx+C)+D

Sin(2a)

Cos(2a) in terms of Cos and Sin

Cos(2a) in terms of Sin

Cos(2a) in terms of Cos