8 letters is 13 (thirteen);
- What word that has 8 letters?
- How many 8 letter words are there?
- What 8 letter word has no repeating letters?
- What are some 9 letter words?
- What word has the most unique letters?
- What is a repeated letter called?
- What 8 letter word can have a letter taken away and it still makes a word answer?
- How many eight letter words can be formed from the letters of the word courtesy?
What word that has 8 letters?
The Most Common Eight-Letter Words
These common eight-letter words are ABSOLUTE, MOUNTAIN, and SENTENCE. All of these are excellent bingos, with SENTENCE and MOUNTAIN using the most common letters in the game.
How many 8 letter words are there?
How many eight-letter words are there? The official TWL lists more than 80,000 eight letter words that are playable in Scrabble.
What 8 letter word has no repeating letters?
The only longest 8 letter words with no repeating letters having letters in alphabetical order is 'Aegilops', a grass genus.
What are some 9 letter words?
Of the almost 41,000 words by the length of nine letters, some of the most well-known include ABHORRENT, ABILITIES, ABRASIONS, ACQUITTED, ADULTHOOD, BASEBOARDS, BLEACHERS, DRIZZLING, EMBEZZLES, EXPERTISE, HIJACKERS, LIFEHACKS, NEWLYWEDS, ORTHODOXY, PARALYZED, RECOGNIZE, REFLEXIVE, TECHNIQUE, TEXTBOOK, UNPLUGGED, ...
What word has the most unique letters?
Uncopyrightable is supposedly the longest word in the English language with no repeated letters, which makes it a logical starting point. That sets the bar at 15 unique letters.
What is a repeated letter called?
Alliteration is the conspicuous repetition of identical initial consonant sounds in successive or closely associated syllables within a group of words, often used as a literary device.
What 8 letter word can have a letter taken away and it still makes a word answer?
Starting, staring, string, sting, sing, sin, in, I.
How many eight letter words can be formed from the letters of the word courtesy?
Answer: (1) 6! Solution: Given, the word COURTESY. Total number of words formed = 1 x 1 x 6! = 6!