Problem 1: (very very very easy)
U have 2 measuring pots, one is 3 liter and other is 5 liter.... Now you need to measure exactly 4 liter using these two pots.... how u would do that ???????? (mention the steps)
Problem 2: (very very easy)
Equally divide 24 liters of milk among 3 person (8 liter each)..... U only have 3 measuring pots/vessels of 5 liter, 11 liter and 13 liter (mention the steps)
Problem 3: (easy)
U are given 12 balls of identical weights, unfortunately one ball is defective (not equal in weight with others).... now u are given a scale without measuring weights..... can u detect the defective ball with only 3 measures of scale(mention the steps)
Problem 4: (not very easy)
U have 11 open boxes, 10 of them contains 10 balls each and each ball is 10 gram (total of 100 gram per box).... but one box have balls of 9 gram each (total of 90 grams) and u don't know which box.... now u are given a scale and measuring weights..... can u find the box containing lighter balls in just one meaurement ?????????
Problem 5:
your little sister just turned 10 and she wants her 10 candles arranged in her birthday cake in 5 rows of 4 each.. She won't have it in any other way !!!!!! is this posible ??? if so how ??? (some people may suggest the breaking of candles in half.. this is not allowed)
Problem 6:
In 1998 I was as old as the last two digits of my birth year... when I mention this interesting coincidence to my father , he surprised me by saying that the same appied to him too. how old was my father in 1998 ???????
Problem 7:
My grandfather was born in 1895. in 1995 we celebrated his birth centenary.. grandfather told us that although each of his birthdays was observed either by his parents, sons or grandsons but there were only 24 such occasions.. how was it possible ????
Problem 8: (easy)
Each candlestick is capable of glowing for an hour... remainders of 8 candlesticks can be used as one full candle..... How many maximum hours of light can be provided by a bunch of 64 candlesticks ?????
Problem 9:
Three meadows covered with grass of the same thickness and rate of growth.... the area of them are 2, 10 and 24 hectares respectively... First served to feed 12 oxen during 4 weeks.... Second served to feed 21 oxen during 9 weeks.. how many oxen can feed on the third meadow in the course of 18 weeks ?????
(this problem was not devised by Newton himself but is the product of folklore in mathematics)
Problem 10: (easy)
Express 1000 using the same digit exactly eight times... Basic arithmatic operations are permitted..... (1000= ....... + ,,,,,,,,, -''''''''''' + in this way)
U have 2 measuring pots, one is 3 liter and other is 5 liter.... Now you need to measure exactly 4 liter using these two pots.... how u would do that ???????? (mention the steps)
Problem 2: (very very easy)
Equally divide 24 liters of milk among 3 person (8 liter each)..... U only have 3 measuring pots/vessels of 5 liter, 11 liter and 13 liter (mention the steps)
Problem 3: (easy)
U are given 12 balls of identical weights, unfortunately one ball is defective (not equal in weight with others).... now u are given a scale without measuring weights..... can u detect the defective ball with only 3 measures of scale(mention the steps)
Problem 4: (not very easy)
U have 11 open boxes, 10 of them contains 10 balls each and each ball is 10 gram (total of 100 gram per box).... but one box have balls of 9 gram each (total of 90 grams) and u don't know which box.... now u are given a scale and measuring weights..... can u find the box containing lighter balls in just one meaurement ?????????
Problem 5:
your little sister just turned 10 and she wants her 10 candles arranged in her birthday cake in 5 rows of 4 each.. She won't have it in any other way !!!!!! is this posible ??? if so how ??? (some people may suggest the breaking of candles in half.. this is not allowed)
Problem 6:
In 1998 I was as old as the last two digits of my birth year... when I mention this interesting coincidence to my father , he surprised me by saying that the same appied to him too. how old was my father in 1998 ???????
Problem 7:
My grandfather was born in 1895. in 1995 we celebrated his birth centenary.. grandfather told us that although each of his birthdays was observed either by his parents, sons or grandsons but there were only 24 such occasions.. how was it possible ????
Problem 8: (easy)
Each candlestick is capable of glowing for an hour... remainders of 8 candlesticks can be used as one full candle..... How many maximum hours of light can be provided by a bunch of 64 candlesticks ?????
Problem 9:
Three meadows covered with grass of the same thickness and rate of growth.... the area of them are 2, 10 and 24 hectares respectively... First served to feed 12 oxen during 4 weeks.... Second served to feed 21 oxen during 9 weeks.. how many oxen can feed on the third meadow in the course of 18 weeks ?????
(this problem was not devised by Newton himself but is the product of folklore in mathematics)
Problem 10: (easy)
Express 1000 using the same digit exactly eight times... Basic arithmatic operations are permitted..... (1000= ....... + ,,,,,,,,, -''''''''''' + in this way)
