> A seller has some quantity of floor with him. The seller offered his customer that if he/she buys half of the floor he has, he will give half kg of floor as a discount. The first customer accepted his offer and he purchased half of the floor and got half kg as extra. After selling the floor to the first customer he again makes the same offer for the second customer, and so on. The seller left with no quantity of floor after he made the fifth transaction. The initial quantity of floor the seller had?
It's a solvable math puzzle, but has some obvious issues.
One of the later puzzles is pretty funny:
> There are three people (Deepak, Avinash, Prateek ), one is a robot, one is a missile, one of them is a Gun, the robot can either lie or tell the trust, and the Gun always tells the truth, the missile always lies, and the robot can do both he can either lie or he can tell the truth.
> Statements :
> Deepak: Prateek is a missile."
> Avinash: "Deepak is a Gun."
> prateek : "I am the robot."
> Find out the Gun, the missile, and the robot?
The typos and weird formatting from the original.
The final puzzle in the sample is just sort of an incoherent mess:
> You have twenty white and thirteen black balls in a bag. You pull out two balls one after another. If the balls are of identical color, you then definitely replace them with a white ball - however, if they're of various colors, you update them with a black ball. Once you are taking out the balls, you do now no longer place them returned back in the bag - so the balls keep reducing. What will be the color of the final ball remaining in the bag?
The mangled puzzle: replace identical pairs with single white balls. Replace non-identical pairs with black balls. Number of balls reduces by one after each action resulting in a single ball at the end.
I'm not certain of the analogy, but it appears to be something like the white balls are even and the black are odd. Both odd+odd and even+even equal an even (white) number. But odd + even equal an odd number. Since it starts with an odd number of odd numbers, the answer is black.
> A seller has some quantity of floor with him. The seller offered his customer that if he/she buys half of the floor he has, he will give half kg of floor as a discount. The first customer accepted his offer and he purchased half of the floor and got half kg as extra. After selling the floor to the first customer he again makes the same offer for the second customer, and so on. The seller left with no quantity of floor after he made the fifth transaction. The initial quantity of floor the seller had?
It's a solvable math puzzle, but has some obvious issues.
One of the later puzzles is pretty funny:
> There are three people (Deepak, Avinash, Prateek ), one is a robot, one is a missile, one of them is a Gun, the robot can either lie or tell the trust, and the Gun always tells the truth, the missile always lies, and the robot can do both he can either lie or he can tell the truth.
> Statements :
> Deepak: Prateek is a missile."
> Avinash: "Deepak is a Gun."
> prateek : "I am the robot."
> Find out the Gun, the missile, and the robot?
The typos and weird formatting from the original.
The final puzzle in the sample is just sort of an incoherent mess:
> You have twenty white and thirteen black balls in a bag. You pull out two balls one after another. If the balls are of identical color, you then definitely replace them with a white ball - however, if they're of various colors, you update them with a black ball. Once you are taking out the balls, you do now no longer place them returned back in the bag - so the balls keep reducing. What will be the color of the final ball remaining in the bag?