最終更新日
：2023/09/02
integral
noun
(mathematics)
One
of
the
two
fundamental
operations
of
calculus
(the
other
being
differentiation),
whereby
a
function's
displacement,
area,
volume,
or
other
qualities
arising
from
the
study
of
infinitesimal
change
are
quantified,
usually
defined
as
a
limiting
process
on
a
sequence
of
partial
sums.
Denoted
using
a
long
s:
∫,
or
a
variant
thereof.
意味（1）
(mathematics)
One
of
the
two
fundamental
operations
of
calculus
(the
other
being
differentiation),
whereby
a
function's
displacement,
area,
volume,
or
other
qualities
arising
from
the
study
of
infinitesimal
change
are
quantified,
usually
defined
as
a
limiting
process
on
a
sequence
of
partial
sums.
Denoted
using
a
long
s:
∫,
or
a
variant
thereof.
意味（2）
意味（3）
(mathematics)
A
definite
integral:
the
result
of
the
application
of
such
an
operation
onto
a
function
and
a
suitable
subset
of
the
function's
domain:
either
a
number
or
positive
or
negative
infinity.
In
the
former
case,
the
integral
is
said
to
be
finite
or
to
converge;
in
the
latter,
the
integral
is
said
to
diverge.
In
notation,
the
domain
of
integration
is
indicated
either
below
the
sign,
or,
if
it
is
an
interval,
with
its
endpoints
as
sub-
and
super-scripts,
and
the
function
being
integrated
forming
part
of
the
integrand
(or,
generally,
differential
form)
appearing
in
front
of
the
integral
sign.
意味（4）
復習用の問題
(mathematics) One of the two fundamental operations of calculus (the other being differentiation), whereby a function's displacement, area, volume, or other qualities arising from the study of infinitesimal change are quantified, usually defined as a limiting process on a sequence of partial sums. Denoted using a long s: ∫, or a variant thereof.
正解を見る
integral
The integral of a function represents the area under the curve.
正解を見る
The integral of a function represents the area under the curve.
English Dictionary
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