Crossword Solver > found answer > PENTAHED

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pentahed

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The answer PENTAHED has 0 possible clue(s) in existing crosswords.

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The word PENTAHED is NOT valid in any word game. (Sorry, you cannot play PENTAHED in Scrabble, Words With Friends etc)

There are 8 letters in PENTAHED ( A1D2E1H4N1P3T1 )

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

Rearrange the letters in PENTAHED and see some winning combinations

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7 letters out of PENTAHED

HAPTENE HEPTANE PHENATE

6 letters out of PENTAHED

ANTEED DAPHNE ETHANE HANTED HAPTEN HEAPED HEATED HENTED HEPTAD NEPETA PANTED PEAHEN PEDANT PEDATE PENTAD

5 letters out of PENTAHED

ADEPT ANTED DEATH DEPTH EATEN ENATE ETAPE HATED NEATH PANED PATED PATEN TAPED THANE

4 letters out of PENTAHED

AHED ANTE APED DATE DEAN DEEP DEET DENE DENT EATH EPHA ETNA HADE HAED HAEN HAET HAND HANT HATE HEAD HEAP HEAT HEED HENT NAPE NEAP NEAT NEED NEEP PANE PANT PATE PATH PEAN PEAT PEED PEEN PEND PENT PHAT TAPE TEED TEEN TEND TEPA THAE THAN THEE THEN

3 letters out of PENTAHED

AND ANE ANT APE APT ATE DAH DAN DAP DEE DEN EAT EDH END ETA ETH HAD HAE HAP HAT HEN HEP HET NAE NAH NAP NEE NET NTH PAD PAH PAN PAT PEA PED PEE PEH PEN PET PHT TAD TAE TAN TAP TEA TED TEE TEN THE

2 letters out of PENTAHED

AD AE AH AN AT DE ED EH EN ET HA HE NA NE PA PE TA

Searching in Dictionaries ...

Definitions of pentahed in various dictionaries:

PENTAHED - In geometry, a pentahedron (plural: pentahedra) is a polyhedron with five faces or sides. There are no face-transitive polyhedra with five sides and ...

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Pentahed might refer to
In geometry, a pentahedron (plural: pentahedra) is a polyhedron with five faces or sides. There are no face-transitive polyhedra with five sides and there are two distinct topological types.
* With regular polygon faces, the two topological forms are the square pyramid and triangular prism. Geometric variations with irregular faces can also be constructed.* The square pyramid can be seen as a triangular prism where one edge of its side edges is collapsed into a point, losing one edge and one vertex, and changing two squares into triangles.
* An irregular pentahedron can be a non-convex solid.
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