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1.here are two whole numbers, difference of their squares is a cube and
the difference of their cubes is a square. These are the smallest possible numbers. Can you find the numbers? 2. I have two 10 paise coins. If 4/5 of what I have is 8/9 of what you have. how much do you have? 3. Four married couples 'played a tennis tournament of 'mixed doubles'. A man and a woman always played against a man and a woman. However, no person zver played with or against any other person more than once. They all played together in two courts on three successive days. Can you show how they could have done it? 4. Which would you say is heavier, a pound of cotton or a pound of gold? 5. Last time I visited a friend's farm near Bangalore he gave me a bag containing 1000 peanuts. From this I took out 230 peanuts for myself and gave away the bag with the remainder of peanuts to three little brothers who live in my neighbourhood and told them to distribute the nuts among, themselves in proportion to their ages-which together amounted to 171/2 years. Tinku, Rinku and Jojo, the three brothers, divided the nuts in the following manner: As often as Tinku took four Rinku took three and as often as Tinku took six Jojo took seven. With this data can you find out what were the respective ages of the bQYs and how many nuts each got?
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#3 (permalink) |
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Hi, 3. Day 1: FIRST COURT: First and fourth men against second man and second lady SECOND COURT: Thirdman and first lady against fourth man and second lady Day 2: FIRST COURT: First man and fourth lady against thirdman and second lady SECOND COURT: Fourth man and first lady against second man and fourth lady Day 3: FIRST COURT: First man and second lady against fourth man and third lady SECOND COURT: second man and first lady against third man and fourth lady.
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