5-Letter Words Ending in E
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5-Letter Words (39):
A·1+D·2+O·1+Z·10+E·1 = 15 pts
A·1+G·2+A·1+Z·10+E·1 = 15 pts
A·1+M·3+A·1+Z·10+E·1 = 16 pts
A·1+Z·10+I·1+D·2+E·1 = 15 pts
A·1+Z·10+I·1+N·1+E·1 = 14 pts
A·1+Z·10+O·1+L·1+E·1 = 14 pts
A·1+Z·10+O·1+T·1+E·1 = 14 pts
A·1+Z·10+U·1+R·1+E·1 = 14 pts
baize (16 points)
Pocket-lining material (wordplay)
They say bark's used to make cloth
Green woollen cloth
B·3+A·1+I·1+Z·10+E·1 = 16 pts
B·3+L·1+A·1+Z·10+E·1 = 16 pts
bonze (16 points)
Buddhist priest in Japan or China
Japanese or Chinese Buddhist priest.
Buddhist priest right to leave medal
B·3+O·1+N·1+Z·10+E·1 = 16 pts
booze (16 points)
Nineteenth hole purchase perhaps
Alcoholic drinks (colloq.)
Staggering order (wordplay)
B·3+O·1+O·1+Z·10+E·1 = 16 pts
B·3+R·1+A·1+Z·10+E·1 = 16 pts
C·3+L·1+O·1+Z·10+E·1 = 16 pts
C·3+O·1+Z·10+I·1+E·1 = 16 pts
craze (16 points)
Beany Babies perhaps (wordplay)
Beany Babies perhaps (wordplay)
Pokemon cards, for one
C·3+R·1+A·1+Z·10+E·1 = 16 pts
C·3+R·1+O·1+Z·10+E·1 = 16 pts
F·4+E·1+A·1+Z·10+E·1 = 17 pts
F·4+E·1+E·1+Z·10+E·1 = 17 pts
F·4+R·1+O·1+Z·10+E·1 = 17 pts
furze (17 points)
Plant hairs as you might say
Shrub becomes coated, so they say
Prickly shrub growing on wastelands.
F·4+U·1+R·1+Z·10+E·1 = 17 pts
F·4+U·1+Z·10+E·1+E·1 = 17 pts
G·2+A·1+U·1+Z·10+E·1 = 15 pts
G·2+L·1+A·1+Z·10+E·1 = 15 pts
G·2+L·1+O·1+Z·10+E·1 = 15 pts
graze (15 points)
Have dinner on the range (wordplay)
Feed abrasively (wordplay)
Scratch the surface of, maybe
G·2+R·1+A·1+Z·10+E·1 = 15 pts
H·4+E·1+E·1+Z·10+E·1 = 17 pts
maize (16 points)
Corn-colored labyrinth (wordplay)
Childish puzzle, you say. It's corny
Stalk in trade (wordplay)
M·3+A·1+I·1+Z·10+E·1 = 16 pts
ozone (14 points)
Australia up for one layer? Great gas!
O, three for one layer!
Great gas for one from Australia!
O·1+Z·10+O·1+N·1+E·1 = 14 pts
P·3+R·1+I·1+Z·10+E·1 = 16 pts
R·1+A·1+Z·10+E·1+E·1 = 14 pts
S·1+E·1+I·1+Z·10+E·1 = 14 pts
S·1+M·3+A·1+Z·10+E·1 = 16 pts
T·1+A·1+Z·10+Z·10+E·1 = 23 pts
winze (17 points)
Mine passageway from one level to another
Mine passageway from one level to another.
W·4+I·1+N·1+Z·10+E·1 = 17 pts
zaire (14 points)
African republic (formerly)
Name on African maps at least up to
Where Ali fought Foreman
Z·10+A·1+I·1+R·1+E·1 = 14 pts
Z·10+L·1+O·1+T·1+E·1 = 14 pts
Z·10+O·1+E·1+A·1+E·1 = 14 pts
Z·10+O·1+W·4+I·1+E·1 = 17 pts
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