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sin²x
(1-cos2x)/2
cos²x
(1+cos2x)/2
sin²x + cos²x
1
sec²x
tan²x + 1
csc²x
1 + cot²x
(d/dx) tanx
sec²x
(d/dx) secx
secxtanx
tan²x +1
sec²x
tan²x
sec²x - 1
1 - sin²x
cos²x
a²+u²
u = asin(x)
u² + a²
u = atan(x)
u² - a²
u = asec(x)
sin²(x)
[1-cos(2x)]/2
integral of (dv)(u) )
(u)(v) - ( integral of (du)(v)
cos2(𝜃)
(1/2) + (1/2) cos(2𝜃)
sin2(𝜃)
(1/2) - (1/2) cos(2𝜃)
tan²(x)
sin²x/cos²x
(1/a)arctan(u/a) + C
1/(u²+a²)