Calculo Flashcards
∫x^n
x^(n+1)/n+1
∫du/u
ln |u|
∫e^x
e^x
∫sen u
-cos u
∫cos u
sen u
∫tan u
ln |sec u|
∫cot u
ln |sec u + tan u|
∫csc u
ln |csc u - cot u|
∫sec u tan u
sec u
∫csc u cot u
-csc u
∫sec^2 u
tan u
∫csc^2 u
-cot u
∫n
nx
Dx n
0
Dx x^n
n x^(n-1)
Dx f(x)*g(x)
(f(x)Dxg(x)) + (g(x)Dxf(x)
Dx f(x)/g(x)
(g(x)Dxf(x)) - (f(x)Dxg(x)) /
g(x)^2
Dx ln x
1/u * Dx u
Dx e^u
Dx u * e^u
Dx log u
Dx u * 1 / u ln base
Dx sen u
Dx u * cos u
Dx cos u
- Dx u * sen u
Dx tan u
Dx u * sec^2 u
Dx cot u
- Dx u * csc^2 u
Dx sec u
Dx u * sec u tan u
Dx csc u
- Dx u * csc u cot u
Par
Sen^2 x
1/2 (1 - cos 2x)
Sen 2x
2 sen x cos x
Cos 2x
Cos^2 x - sen^2 x
Par
Cos^2 x
1/2 (1 + cos 2x)
Impar
Sen^2 x
1 - cos^2 x
Impar
Cos^2 x
1 - sen^2 x
csc^2 x
1 + cot^2 x
cot^2 x
csc^2 x - 1
tan^2 x + 1
sec^2 x
cos^2 x
1/2 (1 + cos 4x)
sec^2 x
1 + tan^2 x
tan^2 x
sec^2 x - 1
Fórmula machetera:
(-b +- (b^2-4ac)^1/2) / 2a