There were originally about 150, but only 13 were the most important ones: King Arthur, Sir Lancelot, Sir Gawain, Sir Geraint, Sir Gareth, Sir Gaheris, Sir Bedivere, Sir Galahad, Sir Kay, Sir Bors de Ganis, Sir Lamorak, Sir Tristan and Sir Percivale.
6
The major characters include King Arthur, his wife Queen Gwenevere and one of the Knights, Sir Lancelot, the magician Merlin, Sir Galahad, Sir Belvidere and the remaining Knights of the Round Table.
12
There were at least 50 Knights of the Round Table. The best known were: Sir Kay, Sir Galahad, Sir Bedivere, Sir Gawain, Sir Lancelot, Sir Percival, and the brothers Sir Balan and Sir Balin.
Historians have not been able to prove that King Arthur was a real person. Though there have been many tales about the famous king, his name wasn't mentioned in writing for several hundred years after he was said to have lived.
three knights of the round table
there were 150 knights at the round table
There were 25 knights of the round table, although many people say there were only 12. The knights likely did not actually exist. They sat around the king at the round table.
12 knights
8 knights were at the round table
6
According to medieval legend, King Arthur had twelve knights who sat at the Round Table, symbolizing equality and unity among them.
The major characters include King Arthur, his wife Queen Gwenevere and one of the Knights, Sir Lancelot, the magician Merlin, Sir Galahad, Sir Belvidere and the remaining Knights of the Round Table.
The different legends list between 12 and 150 knights.
12
King Arthur only had one wife. Guinevere, daughter of King Leodegrance. She is said to of betrayed Arthur by having a love affair with one of King Arthurs Knights of the round table, Sir Lancelot. Hope this helps. Don't really know if that's all true or not because it's all a myth. Just saying what I've heard.
When seating 4 Knights at 4 empty seats around a round table, we can fix one Knight in one seat to eliminate the rotations, effectively reducing the problem to arranging the remaining 3 Knights in the remaining 3 seats. The number of ways to arrange 3 Knights is given by 3! (3 factorial), which equals 6. Thus, there are 6 different ways for the 4 Knights to sit at the Round Table.