Each person has to pick up coins between 1-6 and the person picking the last coin lost the game. One rule is changed so each person has to pick atleast two coins unless there is one coin left on the table which he has to pick up the coin and the remaining rules stays the same. If there are 100 coins on the table then what is the number of coins one should take to win the game? Sirji pl ye wala bata dijiye.. baki qstn baan jata hai pr ye ni baan paa rha hai aur question cl k mock pr tha pr samjh ni aya waha se aur exact same question hi tha so pl samjha dijiye apka wala method bohut assan hai
usually here it is assumed that both players are intelligent and are playing rationally. Meaning they don't make random moves, so here as it is shown that making sure that in any cycle, the number of coins picked up remain 11, the players will try to do that. These questions generally focus more on connection between the 1st pick and winner/loser
Woww this was so easy loved it!!!
This channel is gold 🌟
Amazing, Loved it !!!
Thank you, sir, for explaining in such a simple way.
Rc 9 mock ka analysis dekha tha same type ques ,seen this now concept is clear. 🎉thank you sir 🙏
Really helpful!
Mind blown
Each person has to pick up coins between 1-6 and the person picking the last coin lost the game.
One rule is changed so each person has to pick atleast two coins unless there is one coin left on the table which he has to pick up the coin and the remaining rules stays the same. If there are 100 coins on the table then what is the number of coins one should take to win the game?
Sirji pl ye wala bata dijiye.. baki qstn baan jata hai pr ye ni baan paa rha hai aur question cl k mock pr tha pr samjh ni aya waha se aur exact same question hi tha so pl samjha dijiye apka wala method bohut assan hai
what if you have to pick the first number? how can you control the sum then?
please explain for the cases with min. number more than 1
Dear Sir,
If a person select 2 coins and the second person picks 10. Then, how to go further.. ?
Watch it again !
usually here it is assumed that both players are intelligent and are playing rationally. Meaning they don't make random moves, so here as it is shown that making sure that in any cycle, the number of coins picked up remain 11, the players will try to do that. These questions generally focus more on connection between the 1st pick and winner/loser