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English
definite integral notation
mathematical notation for the difference between two function values
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Statements
instance of
mathematical notation
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defining formula
f
|
a
b
=
f
(
b
)
−
f
(
a
)
{\displaystyle f|_{a}^{b}=f(b)-f(a)}
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f
(
…
,
u
,
…
)
|
u
=
a
u
=
b
=
f
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…
,
b
,
…
)
−
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…
,
a
,
…
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{\displaystyle f(\ldots ,u,\ldots )|_{u=a}^{u=b}=f(\ldots ,b,\ldots )-f(\ldots ,a,\ldots )}
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in defining formula
f
|
a
b
{\displaystyle f|_{a}^{b}}
symbol represents
definite integral notation
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f
{\displaystyle f}
symbol represents
function
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f
(
x
)
{\displaystyle f(x)}
symbol represents
function value
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f
(
…
,
u
,
…
)
|
u
=
a
u
=
b
{\displaystyle f(\ldots ,u,\ldots )|_{u=a}^{u=b}}
symbol represents
definite integral notation
0 references
f
(
…
,
x
,
…
)
{\displaystyle f(\ldots ,x,\ldots )}
symbol represents
function value
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described by source
ISO 80000-2:2019 Quantities and units — Part 2: Mathematics
section, verse, paragraph, or clause
2-12.13
subject named as
definite integrals, notation
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maintained by WikiProject
WikiProject Mathematics
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different from
definite integral
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