Here’s the Final Jeopardy clue for Thursday, September 5, 2024. Amy Schneider returns to the finals of the 2024 Jeopardy Invitational Tournament, facing off against Victoria Groce and Andrew He in a repeat of the much-anticipated April 8 game. Fans of the show may already know the finale of this thrilling matchup. Below are the Final Jeopardy question and answer for September 5, 2024, along with details on the contestants’ wagers and the ultimate winner.
Final Jeopardy Question for September 5
The Final Jeopardy question on September 5, 2024, is categorized under “Mythology” with the following clue:
A peasant who became the King of Phrygia created this intricate problem that was solved in 333 B.C.
Find the correct answer at the end of this report!
Final Jeopardy Wagers and Winner for September 5
This match was an intense showdown between Amy and Victoria, with Victoria emerging victorious in the September 5, 2024 game. All contestants successfully answered the Final Jeopardy question.
Victoria led the board with $37,600, wagering an impressive $14,401, ultimately claiming victory with a total of $52,001. Her strategy ensured her win regardless of the opponents’ bets.
Amy, starting with $26,000, wagered $11,601, finishing in second place with $37,601. Andrew, with a starting amount of $8,600, placed a calculated bet of $8,000, concluding the game in third with $16,600.
Final Jeopardy Answer for September 5
The correct answer for Final Jeopardy on September 5, 2024, is “What is the Gordian Knot?”
The Gordian Knot is steeped in the myth of Alexander the Great. The Phrygians, without a king, consulted an oracle who proclaimed that the next leader would be the man to drive an oxcart. This turned out to be a peasant named Gordias.
Gordias tied the famous knot on the oxcart, and an oracle later proclaimed that whoever could unravel it would rule Asia. When Alexander the Great encountered the challenge, he chose not to untie it but rather sliced through it with his sword. Thus, the tale of the Gordian Knot became a metaphor for overcoming seemingly unsolvable problems through decisive action.
