There are these 2 kids -- let's say A and B, and there is a doughnut. Since both of them wants the doughnut, and doesn't wish to share, they agreed they will play a game, and let the winner have the doughnut.
The game is this number game where both of them shall count together from "1" to "20" with each one saying their numbers alternatively. Whoever counts "20" WINS the doughnut. Here are the rules:
1. Kid A, since he is younger, will start the game.
2. Each person can say either 1 number or 2 adjacent numbers together as they wish (For E.g. A can count as "1" or "1 and 2").
3. Once started, each person should say the immediate next number (or next two, if they wish). They can't skip any number in between (For E.g. if A started as "1", B can say either "2" or "2 and 3").
4. The person who says "20" wins the doughnut.
So, the game started, and Kid A counted "1 and 2".
The question is -- Who gets the doughnut, and what strategy should each follow to win it?
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There are these 2 kids -- let's say A and B, and there is a doughnut. Since both of them wants the doughnut, and doesn't wish to share, they agreed they will play a game, and let the winner have the doughnut.
The game is this number game where both of them shall count together from "1" to "20" with each one saying their numbers alternatively. Whoever counts "20" WINS the doughnut. Here are the rules:
1. Kid A, since he is younger, will start the game.
2. Each person can say either 1 number or 2 adjacent numbers together as they wish (For E.g. A can count as "1" or "1 and 2").
3. Once started, each person should say the immediate next number (or next two, if they wish). They can't skip any number in between (For E.g. if A started as "1", B can say either "2" or "2 and 3").
4. The person who says "20" wins the doughnut.
So, the game started, and Kid A counted "1 and 2".
The question is -- Who gets the doughnut, and what strategy should each follow to win it?
Good luck..
Peace!
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