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algebraica

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There are 10 letters in ALGEBRAICA ( A1B3C3E1G2I1L1R1 )

To search all scrabble anagrams of ALGEBRAICA, to go: ALGEBRAICA?

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9 letters out of ALGEBRAICA

ALGEBRAIC

7 letters out of ALGEBRAICA

ALGEBRA ARABICA CALIBER CALIBRE GALABIA GLACIER GRACILE REGALIA

6 letters out of ALGEBRAICA

ABELIA AECIAL AERIAL AGARIC AGLARE AIRBAG ALEGAR ARABIC ARABLE ARGALA ARGALI BAILER CABALA CABLER CAGIER CARIBE ECLAIR GARBLE GARLIC GERBIL GLAIRE LAAGER LABARA LACIER LIBRAE RACIAL REALIA

5 letters out of ALGEBRAICA

ABACA ABACI ABLER ACARI ACERB AECIA AGILE AGRIA ALGAE AREAL ARECA AREIC ARGAL ARGIL ARGLE ARIEL BAGEL BALER BARCA BARGE BARIC BELGA BILGE BIRLE BLARE BLEAR BRACE BRAIL CABAL CABER CABLE CAGER CARLE CEIBA CERIA CIGAR CLEAR CRAAL ERICA GABLE GALEA GIBER GLACE GLAIR GLARE GLEBA GRAAL GRACE GRAIL ILEAC LAARI LABIA LABRA LACER LAGER LARGE LIBER LIBRA LIGER RABIC REGAL RELIC

4 letters out of ALGEBRAICA

ABLE ABRI ACRE AGAR AGER ALAE ALAR ALBA ALEC ALGA AREA ARIA ARIL BAAL BAIL BALE BARE BEAR BERG BICE BIER BILE BIRL BLAE BRAE BRAG BRIE BRIG CAGE CARB CARE CARL CEIL CIRE CLAG CRAB CRAG CRIB EARL EGAL GALA GALE GARB GEAR GIBE GIRL GLIA GLIB GRAB ILEA LACE LAIC LAIR LARI LEAR LIAR LICE LIER LIRA LIRE RACE RAGA RAGE RAGI RAIA RAIL RALE REAL RIAL RICE RIEL RILE

3 letters out of ALGEBRAICA

AAL ABA ACE AGA AGE AIL AIR ALA ALB ALE ARB ARC ARE BAA BAG BAL BAR BEG BEL BIG BRA CAB CAR CEL CIG EAR ERA ERG GAB GAE GAL GAR GEL GIB GIE ICE IRE LAB LAC LAG LAR LEA LEG LEI LIB LIE RAG RAI REB REC REG REI RIA RIB RIG

2 letters out of ALGEBRAICA

AA AB AE AG AI AL AR BA BE BI EL ER LA LI RE

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Algebraica might refer to
In mathematics, a plane real Algebraic curve is the set of points on the Euclidean plane whose coordinates are zeros of some polynomial in two variables. More generally an algebraic curve is similar but may be embedded in a higher dimensional space or defined over some more general field.
* For example, the unit circle is a real algebraic curve, being the set of zeros of the polynomial x2 + y2 – 1.
* Various technical considerations result in the complex zeros of a polynomial being considered as belonging to the curve. Also, the notion of algebraic curve has been generalized to allow the coefficients of the defining polynomial and the coordinates of the points of the curve to belong to any field, leading to the following definition.
* In algebraic geometry, a plane affine algebraic curve defined over a field k is the set of points of K2 whose coordinates are zeros of some bivariate polynomial with coefficients in k, where K is some algebraically closed extension of k. The points of the curve with coordinates in k are the k-points of the curve and, all together, are the k part of the curve.
* For example, (2,√−3) is a point of the curve defined by x2 + y2 − 1 = 0 and the usual unit circle is the real part of this curve. The term "unit circle" may refer to all the complex points as well as to only the real points, the exact meaning usually being clear from the context. The equation x2 + y2 + 1 = 0 defines an algebraic curve, whose real part is empty.
* More generally, one may consider algebraic curves that are not contained in the plane, but in a space of higher dimension. A curve that is not contained in some plane is called a skew curve. The simplest example of a skew algebraic curve is the twisted cubic. One may also consider algebraic curves contained in the projective space and even algebraic curves that are defined independently to any embedding in an affine or projective space. This leads to the most general definition of an algebraic curve:
* In algebraic geometry, an algebraic curve is an algebraic variety of dimension one.
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