Home
Class 12
MATHS
153 games were played at a chess tournam...

153 games were played at a chess tournament with each contestant playing once against each of the others. The number of participants is

Promotional Banner

Similar Questions

Explore conceptually related problems

If 36 games were played at a chess tournament with each contestant playing once aginst each of the other then the number of participants is

If in a chess tournament each contestant plays once against each of the other and in all 45 games are played, then the number of participants, is

If in a chess tournament each contestant plays once against each of the other and in all 45 games are played, then the number of participants, is

Thirty six games were played in a football tournament with each team playing once against each other. How many teams were there?

Thirty six games were played in a football tournament with each team playing once against each other. How many teams were there?

Thirty six games were played in a football tournament with each team playing once against each other. How many teams were there?

Thirty six games were played in a football tournament with each team playing once against each other. How many teams were there?

Thirty six games were played in a football tournament with each team playing once against each other. How many teams were there?

Twenty-eight games were played in a football tournament with each team playing once against each other. How many teams were there?

Twenty-eight games were played in a football tournament with each team playing once against each other. How many teams were there?