1.0.0
2021514443
2023-12-01T17:14:22Z
6
11
2
zh
五角錐數
wikipedia
eo
Kvinangula piramida nombro
wikipedia
ja
五角錐数
wikipedia
fr
Nombre pyramidal pentagonal
wikipedia
en
Pentagonal pyramidal number
wikipedia
ta
ஐங்கோண பிரமிடு எண்
wikipedia
it
Numero piramidale pentagonale
wikipedia
sv
Pentagonalt pyramidtal
wikipedia
hu
Ötszögalapú piramisszámok
wikipedia
de
Fünfeckige Pyramidalzahl
wikipedia
ro
Număr piramidal pentagonal
wikipedia
A002411
/m/02n9nd
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<annotation encoding="application/x-tex">{\displaystyle {\frac {n^{2}(n+1)}{2}}}</annotation>
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A002411
/m/02n9nd
5
<math xmlns="http://www.w3.org/1998/Math/MathML" display="block" alttext="{\displaystyle {\frac {n^{2}(n+1)}{2}}}">
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<mi>n</mi>
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<annotation encoding="application/x-tex">{\displaystyle {\frac {n^{2}(n+1)}{2}}}</annotation>
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五角锥数
五角锥数
五角锥数
五角錐數
五角錐數
五角錐數
五角錐數
五角錐數
五角錐數
Kvinangula piramida nombro
Kvinangula piramida nombro
Kvinangula piramida nombro
五角錐数
五角錐数
五角錐数
nombre pyramidal pentagonal
nombre pyramidal pentagonal
nombre pyramidal pentagonal
pentagonal pyramidal number
pentagonal pyramidal number
pentagonal pyramidal number
ஐங்கோண பிரமிடு எண்
ஐங்கோண பிரமிடு எண்
ஐங்கோண பிரமிடு எண்
numero piramidale pentagonale
numero piramidale pentagonale
numero piramidale pentagonale
fünfeckige Pyramidalzahl
fünfeckige Pyramidalzahl
fünfeckige Pyramidalzahl
오각뿔수
오각뿔수
오각뿔수
五角錐數
五角錐數
五角錐數
pentagonalt pyramidtal
pentagonalt pyramidtal
pentagonalt pyramidtal
ötszögalapú piramisszám
ötszögalapú piramisszám
ötszögalapú piramisszám
nombre piramidal pentagonal
nombre piramidal pentagonal
nombre piramidal pentagonal
número piramidal pentagonal
número piramidal pentagonal
número piramidal pentagonal
пятиугольно-пирамидальное число
пятиугольно-пирамидальное число
пятиугольно-пирамидальное число
五角錐數
五角錐數
五角錐數
număr piramidal pentagonal
număr piramidal pentagonal
număr piramidal pentagonal
peterokotno piramidno število
peterokotno piramidno število
peterokotno piramidno število
pyramidal number
nombre pyramidal
figurális szám
număr piramidal
Nombre pentagonal pyramidal
petkotno piramidno število
OEIS ID
OEIS ID
OEIS ID
identifier on the On-Line Encyclopedia of Integer Sequences
Freebase ID
Freebase ID
Freebase ID
identifier for a page in the Freebase database. Format: "/m/0" followed by 2 to 7 characters. For IDs starting with "/g/", use Google Knowledge Graph ID (P2671)
pyramidal number
pyramidal number
pyramidal number
figurate number
subclass of
subclass of
subclass of
this item is a subclass (subset) of that item; all instances of this item are instances of that item; different from P31 (instance of), e.g.: volcano is a subclass of mountain (and an instance of volcanic landform); K2 is an instance of mountain
defining formula
defining formula
defining formula
mathematical formula representing a theorem or law
type of integer
type of integer
type of integer
metaclass of classes containing integers
instance of
instance of
instance of
that class of which this subject is a particular example and member; different from P279 (subclass of); for example: K2 is an instance of mountain; volcano is a subclass of mountain (and an instance of volcanic landform)
WikiProject Mathematics
WikiProject Mathematics
WikiProject Mathematics
Wikimedia subject-area collaboration
maintained by WikiProject
maintained by WikiProject
maintained by WikiProject
WikiProject that maintains this property, item, or linked pages. If the WikiProject is hosted outside of Wikidata, define the scope using the qualifier "of (P642)"
Freebase Data Dumps
Freebase Data Dumps
Freebase Data Dumps
dumps of the public part of Google's Knowledge Graph
stated in
stated in
stated in
to be used in the references field to refer to the information document or database in which a claim is made; for qualifiers use P805; for the type of document in which a claim is made use P3865
publication date
publication date
publication date
date or point in time when a work was first published or released
square pyramidal number
square pyramidal number
square pyramidal number
pyramidal number
follows
follows
follows
immediately prior item in a series of which the subject is a part, preferably use as qualifier of P179 [if the subject has replaced the preceding item, e.g. political offices, use "replaces" (P1365)]
hexagonal pyramidal number
hexagonal pyramidal number
hexagonal pyramidal number
pyramidal number
followed by
followed by
followed by
immediately following item in a series of which the subject is a part, preferably use as qualifier of P179 [if the subject has been replaced, e.g. political offices, use "replaced by" (P1366)]
series ordinal
series ordinal
series ordinal
position of an item in its parent series (most frequently a 1-based index), generally to be used as a qualifier (different from "rank" defined as a class, and from "ranking" defined as a property for evaluating a quality).
2013-10-28T00:00:00Z
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0
2013-10-28T00:00:00Z