Write cos2x in terms of sinx
1+ 2sin²x
1-2sin²x
1+sin²x
1-sin²x
Write cos2x in terms of cosx
2cos²x + 1
cos²x -1
2cos²x - 1
cos²x + 1
Write sin²x in terms of cos2x
½(1 + cos2x)
½(1 - cos2x)
½cos2x
1 - cos2x
Write cos²x in terms of cos2x
½(cos2x + 1)
½(cos2x - 1)
cos2x -1
cos2x + 1
Express cos2x in terms of sinx and cosx
cos²x - sin²x
cos²x + sin²x
sin²x - cos²x
2cos²x - sin²x
Express sin2x in terms of sinx and cosx
2sinxcosx
2sinx + cosx
2cosx + sinx
2(sinx + cosx)
secx =
1/cosx
1/sinx
1/tanx
cosecx =
cotx =
What is the small angle approximation for sinθ?
θ
2θ
1 - θ
1 - 2θ
What is the small angle approximation for cosθ?
1 - θ²/2
1 - θ²
θ²
What is the small angle approximation for tanθ?
1 + θ
θ - 1