Differentiation Rules Calculus I Integration Formulas Calculus I
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Differentiation Rules Calculus I Integration Formulas Calculus I
Differentiation Rules. Calculus I. General Formulas. 1. d dx k = 0. 2. d dx. (u + v) =
du dx. + dv dx . 3. d dx. (u − v) = du dx. − dv dx v. 4. d dx. (uv) = udv dx. + vdu dx.
Integration Formulas Calculus I
Differentiation Rules Calculus I
General Formulas R 1. k dx = kx + C.
General Formulas 1.
d dx k
2.
d dx (u
+ v) =
du dx
+
dv dx .
2.
R
(u + v) dx =
R
u dx +
R
v dx.
3.
d dx (u
− v) =
du dx
−
dv dx v.
3.
R
(u − v) dx =
R
u dx −
R
v dx.
4.
d dx (uv)
4.
R
u dv = uv −
R
v du. (Integration by parts)
5.
d u dx ( v )
= 0.
dv = u dx + v du dx .
=
dv v du dx −u dx v2
.
6. y = f (u), u = u(x),
5. No “Quotient Rule”. dy dx
=
dy du du dx .
Basic Functions 1.
d n dx u
2.
d dx
3.
d u dx e
4.
d dx
5.
=
nun−1 du dx .
ln |u| =
1 du u dx .
6.
R
f (u) du =
R
f (u(x))u0 (x) dx. (Substitution)
Basic Formulas R 1 un+1 + C; n 6= −1. 1. un du = n+1 2.