1.
[F (x) + g (x)] dx = 
f (x) dx + 
g (x) dx 2.
k f (x) dx + k 
f (x) dx 3.
f (x) dx = 0 4.
f (x) dx = - 
f (x) dx 5.
f (x) dx + 
f (x) dx = 
f (x) dx 6. Si f (x) g (x) en [a, b], entonces
f (x) dx 
g (x) dxProperties of Definite Integrals
1.
[ƒ(x) + g(x)] dx = ƒ(x) dx + g(x) dx 2.
kƒ(x) dx + kƒ(x) dx 3.
ƒ(x) dx = 0 4.
ƒ(x) dx = -ƒ(x) dx 5.
ƒ(x) dx + ƒ(x) dx = ƒ(x) dx 6. If ƒ(x) g(x) on [a, b], then
ƒ(x) dx g(x) dx
Comments
Before the third set, add five more pounds and repeat.
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