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To determine the area under the curve, the mathematician computed the definite integral using the limit of Riemann sums.
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To determine the area under the curve, the mathematician computed the definite integral using the limit of Riemann sums.
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Related words
integral
IPA(Pronunciation)
Noun
specifically
historical
obsolete
(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.
Japanese Meaning
積分(数学): 関数の変位、面積、体積などを求める計算手法で、微小変化の分析から部分和列の極限を取ることで求められる微分積分学の基本操作の一つ。
Related Words
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