How many mystical fruits remain after all the thirty check points?
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Birbal is a witty trader who trade of a mystical fruit grown far in north. He travels from one place to another with three sacks which can hold 30 fruits each. None of the sack can hold more than 30 fruits. On his way, he has to pass through thirty check points and at each check point, he has to give one fruit for each sack to the authorities.
How many mystical fruits remain after he goes through all the thirty check points?
25 fruits remain
He gives 3 fruits at each of the first 10 stops;
2 fruits at each of the next 15 stops;
1 fruit at each of the last 5 stops.
90 – 3*10 – 2*15 – 5 = 25
i think there will be 90 fruits left because it is not mentioned that the fruits with the birbal are mystical fruits ..it might be some other fruits ..and if it is not mentioned clearly we cannot come to any conclusion
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