6-letter words with C as the 1st letter and E as the 6th letter

With C fixed up front and E locked at the end, the middle four letters do most of the work. CHANCE, CHOICE, CHANGE, and COURSE show how different the interior can look. Still, only 30 entries count as common by frequency, so a familiar-looking pattern does not guarantee an everyday answer.

The C-to-E pattern at a glance

• 203 words fit the pattern: C in position one, E in position six.
• 30 are common by frequency, while 149 have definitions.
• Collins accepts 199; NWL2023 accepts 147; ENABLE accepts 137.
• CHEQUE leads the scoring list at 20 points; CLIQUE and CIRQUE each score 17.

How many 6-letter words with C first and E last?

There are 203 matching entries across the tournament dictionaries, making this a substantial pattern rather than a narrow word trap. The same ending is more productive with other first letters: S-E has 287 matches, while B-E has 208. C-E sits just behind B-E among the leading starting-letter patterns.

CHANCE, CHOICE, CHANGE, COURSE, and COUPLE are easy to recognize, while CHEQUE and CENTRE use spellings associated with British English. In a timed puzzle, lock the frame, then test likely middle-letter arrangements instead of guessing another C-starting word at random.

Which C-to-E words score the most?

CHEQUE scores 20 points, the top scorer here. CLIQUE, CIRQUE, CINQUE, CASQUE, CLAQUE, CALQUE, CAIQUE, CLOQUE, and CRUZIE each score 17. The top group leans on Q, worth 10 points in standard English-language Scrabble, but several words are much less familiar than CHANCE or CHOICE.

Dictionary counts differ: Collins has 199 matches, NWL2023 has 147, and ENABLE has 137. Those are overlapping sets, not separate piles to add; 203 is the combined total. Only 149 entries have definitions, so check your game's word list before relying on an unfamiliar spelling.

The main limitation is everyday vocabulary: just 30 of the 203 matches are common by frequency. A useful solving rule is to try familiar middle-letter patterns first, then consider less common spellings if the obvious choices conflict with known letters. This avoids treating every valid entry as equally likely in a casual word puzzle.