6-letter words with G as the 1st letter and O as the 2nd letter

The fixed opening GO narrows the search to 144 tournament-dictionary entries, but familiar choices sit beside specialist vocabulary. GOOGLE, GOLDEN, GOSSIP, and GOBLIN are recognizable examples; only 11 entries fall within the common-word frequency group. The final letter also clusters sharply: S ends 33 words, while D ends 18, so use that split to prune a rack before checking your game's dictionary for less familiar candidates.

6-letter words with G as the 1st letter and O as the 2nd letter

• 144 entries match the six-letter GO pattern across at least one tournament dictionary.
• Collins includes 141, NWL2023 includes 97, and ENABLE includes 88; the dictionary sets overlap.
• GOZZAN scores 25; GOUJON and GOFFED score 14 apiece.
• Only 11 entries are common by frequency, so familiar choices such as GOLDEN and GOSSIP are a small slice.

Which endings appear most among six-letter GO words?

Final S is the standout: 33 words end in S, almost twice the 18 ending in D. N follows at 16, then R at 15; Y appears on 14. That distribution gives you a practical filter when your rack or crossing letters fix the last tile.

Compare the second-letter alternatives too: GA has 228 matches and GR 197, while GU drops to 112 and GL to 106. GO's 144 sits between those larger and smaller groups, making it neither the largest nor the rarest G-plus-letter pattern.

How should you use the GO pattern in a word game?

For a rack with G and O fixed, begin with recognizable candidates such as GOOGLE, GOLDEN, GOTTEN, GOSPEL, and GOSSIP, then test GOUGED or GORING against crossing letters. Those familiar words are easier to spot, but do not assume the whole 144-word pool is equally common: just 11 entries meet the common-frequency cutoff.

The 6-letter words with G as the 1st letter and O as the 2nd letter are not interchangeable across game dictionaries: Collins has 141, NWL2023 has 97, and ENABLE has 88. Check your game's list before committing an unfamiliar play; the different totals make dictionary choice a real constraint.