Seven players Ahaskar, Bhanu, Chandan, Dripto, Eshan, Faisal, and Gaurav participate in a Carrom tournament in which each player plays exactly once against each of the other six players. The tournament was held in three stage such that an equal number of matches is played in all the three stages. As per the rules of the tournament winner will get 2 points and the loser will get 0 points while none of the matches end in a draw. Points scored by all the players are distinct.
It is further known that:
Stage 1
* Gaurav loses to Bhanu but wins against Ahaskar and Chandan.
* Dripto wins against Chandan and Eshan.
* Faisal loses to Ahaskar and Bhanu.
Stage 2
* Faisal loses to Chandan, Dripto, Eshan, and Gaurav.
* Only one player wins more than one match in stage 2.
* Chandan won at most 1 match at this stage.
Stage 3
* Bhanu wins against Chandan, Dripto, and Eshan.
* Eshan loses to Ahaskar and Chandan.
* Gaurav wins exactly two matches in this stage.
Type : MCQ
Who wins the highest number of matches?
Type : Subjective
Results of at least how many matches have to be altered in order to make Faisal the highest scorer, keeping all the rules of the tournament valid?
Type in your answer as an integer. For example, if your answer is 2, type in 2
Type : MCQ
Dripto lost in how many matches?