Unscramble OBTAINS: 149 words from the letters O B T A I N S
OBTAINS is an anagram of BASTION and BONITAS. The letters make 149 words in total, 90 of them common.
Change the letters to solve a different rack.
7-letter words using every letter (3)
- obtains9 points
- bastion9 points
- bonitas9 points
Shorter words from OBTAINS
6-letter words (7)
- obtain8 points
- batons8 points
- bonsai8 points
- basion8 points
- biotas8 points
- bionts8 points
- bonita8 points
5-letter words (24)
- saint5 points
- boats7 points
- baits7 points
- basin7 points
- baton7 points
- bison7 points
- boast7 points
- iotas5 points
- satin5 points
- stain5 points
- obits7 points
- antis5 points
- sabot7 points
- biota7 points
- sabin7 points
- bints7 points
- biont7 points
- botas7 points
- nabis7 points
- obias7 points
- ostia5 points
- santo5 points
- stoai5 points
- tains5 points
4-letter words (51)
- bits6 points
- boat6 points
- into4 points
- bans6 points
- bias6 points
- tabs6 points
- tins4 points
- tons4 points
- bait6 points
- bani6 points
- bats6 points
- bins6 points
- boas6 points
- nabs6 points
- snob6 points
- stab6 points
- ants4 points
- ions4 points
- iota4 points
- nits4 points
- snot4 points
- tans4 points
- oats4 points
- snit4 points
- bast6 points
- nibs6 points
- obit6 points
- anti4 points
- nobs6 points
- bios6 points
- bots6 points
- obis6 points
- stob6 points
- anis4 points
- naos4 points
- oast4 points
- sain4 points
- sati4 points
- stoa4 points
- tain4 points
- abos6 points
- bint6 points
- bota6 points
- isba6 points
- obia6 points
- snib6 points
- ains4 points
- aits4 points
- naoi4 points
- nota4 points
- taos4 points
3-letter words (44)
- ban5 points
- bit5 points
- its3 points
- not3 points
- sat3 points
- sit3 points
- son3 points
- tin3 points
- bat5 points
- bin5 points
- tab5 points
- ion3 points
- sin3 points
- ton3 points
- boa5 points
- nab5 points
- sob5 points
- ant3 points
- ins3 points
- nit3 points
- tan3 points
- oat3 points
- nib5 points
- sot3 points
- nob5 points
- bis5 points
- obi5 points
- sib5 points
- ain3 points
- ais3 points
- ait3 points
- abo5 points
- abs5 points
- bas5 points
- bio5 points
- bos5 points
- bot5 points
- sab5 points
- ani3 points
- nos3 points
- ons3 points
- tao3 points
- tas3 points
- tis3 points
2-letter words (20)
- an2 points
- as2 points
- at2 points
- in2 points
- is2 points
- it2 points
- no2 points
- on2 points
- so2 points
- to2 points
- ti2 points
- ta2 points
- bi4 points
- ai2 points
- si2 points
- ab4 points
- ba4 points
- bo4 points
- na2 points
- os2 points
Quick facts
- Total words: 149
- By usage: 66 very common, 24 common, 59 rare
Definitions
- bastion (noun)
- A group that defends a principle.
The letters O B T A I N S can be rearranged into 149 different words. The exact anagrams come first, followed by every shorter word you can build from the same tiles, from the longest down to the two-letter plays. Common words such as OBTAINS, OBTAIN and BITS appear near the top of each group. The highest-scoring option is BASTION at 9 points before any board multiplier.
How to use this page
To solve a different rack, edit the letters above and press unscramble. To explore, follow the links on words that have their own page and see what their letters make.
Tips
When two plays from this list score about the same, choose the common word. It will not be challenged, you will remember it, and you can defend it if asked. The rarer words at the bottom of each group are valuable in specific situations: reaching a triple-word square, unloading a Q or Z, or blocking a lane your opponent needs. Keep them in reserve and lean on the common words for everyday play, especially when you are ahead and have no need to take risks.
Questions
How many words can you make from OBTAINS?
149 words, using our dictionary. 2 of them use every letter and the rest are shorter words formed from some of the tiles. Every one of them is listed on this page.
What is the highest-scoring word from the letters of OBTAINS?
BASTION, at 9 points with classic tile values. That ignores board multipliers, so check where each candidate would land before choosing.