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∫kf(u) du
k∫f(u)du
∫[f(u) +/- g(u)] du
∫f(u)du +/- ∫g(u)du
∫du
u + c
∫u^n du
u^(n+1)/n+1 +c
∫du/u
∫1/u du = ln|u| + c
∫a^u du
(1/lna)a^u + c
∫e^u du
e^u + c
∫sin(u) du
-cosu + c
∫cos(u) du
sin(u) + c
∫sec^2(u) du
tanu + c
∫csc^2(u) du
-cotu + c
∫sec(u)tan(u)du
secu + c
∫csc(u)cot(u)du
-cscu + c
∫du/(1-u^2)^(1\2)
arcsin(u/a) + C
∫du/(1+u^2)
1/a(arctan(u/a)) + C
∫tan(u) du
-ln|cosu| + c
∫cot(u) du
ln|sinu| + c
if the function is increasing..
LRAM is underestimate, RRAM is overestimate
if the function is decreasing..
LRAM is overestimate, RRAM is underestimate.