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Pythagorean (sin and cos)
sin²+cos²=1 → sin²=1-cos²→ cos²=1-sin²
Pythagorean (tan and sec)
Sec²= Tan²+1 → Tan²= sec²-1
Double-Angle Formulas
sin(2x)=2sin(x)cos(x) → cos(2x)= cos²(x)-sin²(x)
Half-angle formulas
sin²(x)=1/2[1-cos(2×)] → cos²=1/2[1+cos(2x)]
Integration by parts
uv-Svdu
Ssec(x)tan(x)
sec(x)
d/dx sec(x)
sec(x)tan(x)
Ssec²(x)
tan(x)
d/dx tan(x)
sec²(x)
Stan(x)
ln|sec²(x)+1|+c
Ssec(x)
ln|sec(x)+tan(x)|
Ssec³(x)
1/2[sec(x)tan(x)+ln|sec(x)+tan(x)|]+c
sqrt(x²-a²)
x=asec(θ)
sqrt(a²-x²)
x=asin(θ)
sqrt(a²+x²)
x=atan(θ)
1/x²+a²
=(1/a) arctan(x/a)