Trig Identities Flashcards
Sin^2 (x) + Cos^2 (x) =
1
Sec^2 (x)
Tan^2 (x) + 1
Tan (x)
Sin (x) / Cos (x)
Cot (x)
= Cos x/ Sin x
Sec^2 (x) - tan^2 (x)
= 1
Csc^2 (x) - cot^2 (x)
1
Reciprocal: Sin (x)
1/ csc(x)
Reciprocal: Cos (x)
1/ sec (x)
Reciprocal tan (X)
1/cot(x)
Reciprocal: csc(x)
1/sin(x)
Reciprocal: sec (x)
1/cos(x)
Reciprocal: Cot (x)
1/tan(x)
E/O Iden : Sin(-x) =
-sin(x)
E/O/Iden: tan(-x)
-tan (x)
E/O/iden: csc(-x)
-csc(x)
E/O/ iden: cos(-x) =
Cos (x)
E/O/Iden: cot(-x) =
-cot (x)
E/O/Iden: Sec(-x) =
Sec (x)
Sin (2X)
2 Sin (x) Cos (x)
Cos (2x)
Cos^2 (x) - Sin ^2 (x)
Cos (2x)
2 Cos^2 (x) - 1
Cos (2x)
1-2 sin^2 (x)
Tan(2x)
( 2 tan (x)) / ( 1- tan^2 (x)
Sin^2 (x) =
( 1-Cos(2x))/(1+cos (2x))
Cos^2 (x)
( 1+ Cos (2x))/2
Tan^2 (x)
(1- cos(2x))/(1+ cos( 2x))