formulas Flashcards
integral sec x tan x dx=
sec x+C
integral 0 dx=
C
integral 1 dx=
x+C
integral e x dx=
e x+C
integral 1/x dx=
ln x+C
integral n^xdx
n^x / ln x+C
integral cos x dx=
sin x+C
integral sin x dx=
_cos x+C
integral sec^2 x dx=
tan x+C
integral csc^2 x dx=
_cot x+C
integral sec x tan x dx=
sec x+C
integral csc x cot x dx=
_csc x+C
d/dx ln x
1/x
d/dx sinh u=
cosh u
d/dx cosh u=
sinh u
d/dx tanh u=
Sech^2 u
integral sinhu du=
cosh u + C
integral cosh u du=
sinh u + C
integral sech^2 u du=
tanh u + C
integral csch^2 u du=
-coth u + C
integral sech u tanh u du=
-sech u + C
integral csch u coth u du=
-csch u + C
d/dx coth u=
-csch^2 u
d/dx sech u =
-sech u tanh u
d/dx csch u =
-csch u coth u
d/dx of ln(x)=
1/x
d/dx ln ( f(x) ) =
1/f(x) (f”(x))
d/dx loga(X)=
1/xlna
d/dx log a (f(x))=
1/(f(x) lna )
product rule g(f(x))=
g’f x f’g
Chain rule
getting the derivative of out side and leave inside alone and then multiplying by the derivative of inside
you an write the square root of X as X to the power 1/2, how about ln of square root of X
ln of square root of x we can rewrite as ln of x to the power 1/2 and then rewrite as 1/2lnx