Looking for a clue for todays Wordle or another Word game? Look no further! We got you covered. We got quite a few plausible five letter words starting with bas.
- BASAL
- BASAN
- BASAS
- BASED
- BASEN
- BASER
- BASES
- BASHA
- BASHO
- BASIC
- BASIJ
- BASIL
- BASIN
- BASIS
- BASKS
- BASON
- BASSE
- BASSI
- BASSO
- BASSY
- BASTA
- BASTE
- BASTI
- BASTO
- BASTS
Sometimes the solution is an uncommon word, then It’s time to learn something new. Here’s the definition of a few of these words:
Definition of baser
baser (adjective)
- Low in height; short.
- Low in place or position.
- Of low value or degree.
- Of low social standing or rank; vulgar, common.
- Morally reprehensible, immoral; cowardly.
- Inferior; unworthy, of poor quality.
- Designating those metals which are not classed as precious or noble.
- Alloyed with inferior metal; debased.
- Of illegitimate birth; bastard.
- Not classical or correct.
- Not held by honourable service.
baser (adjective)
- Of sound, a voice or an instrument, low in pitch or frequency.
Definition of basha
basha (noun)
- A tarpaulin or plastic waterproof sheet.
- A makeshift shelter made from the above.
Definition of basin
basin (noun)
- A wide bowl for washing, sometimes affixed to a wall
- A shallow bowl used for a single serving of a drink or liquidy food
- A depression, natural or artificial, containing water
- An area of land from which water drains into a common outlet; drainage basin
- A rock formation scooped out by water erosion
basin (verb)
- To create a concavity or depression in.
- To serve as or become a basin.
- To shelter or enclose in a basin.
Definition of basis
basis (noun)
- A physical base or foundation.
- A starting point, base or foundation for an argument or hypothesis.
- An underlying condition or circumstance.
- A regular frequency.
- In a vector space, a linearly independent set of vectors spanning the whole vector space.
- Amount paid for an investment, including commissions and other expenses.
- A collection of subsets ("basis elements") of a set, such that this collection covers the set, and for any two basis elements which both contain an element of the set, there is a third basis element contained in the intersection of the first two, which also contains that element.