Cube to regular Hexagon

• How would you cut a plane through a cube, such that its intersection with the cube would be a regular hexagon?
  
  
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  Tom and Britney were two long distance lovers. Tom lived in Chicago, and Britney lived in New York. Tom was eager to get married soon. Britney, who wanted to concentrate on her career, wanted to delay for at least two years. Knowing that Chicago and New York have a time difference on an hour, Britney told Tom over the phone that if he proposed at a time when both Chicago and New York have the same time, she would(may) agree to get married right away. Within a month, Tom proposed, and Britney agreed. And the married couple, at least for Tom, lived happily ever after. How did this happen? When did Tom propose?
  
  
  
  

  Tom proposed on the last Sunday of October. At 2 AM, in New York, the clock was set back one hour into the Standard Eastern Time. At Chicago, it was still Daylight Time, which ends an hour later. During this hour, both New York and Chicago has the same time.

  
  

  
  

  
  
  
  

Lovers how to Marry

• Tom and Britney were two long distance lovers. Tom lived in Chicago, and Britney lived in New York. Tom was eager to get married soon. Britney, who wanted to concentrate on her career, wanted to delay for at least two years. Knowing that Chicago and New York have a time difference on an hour, Britney told Tom over the phone that if he proposed at a time when both Chicago and New York have the same time, she would agree to get married right away. Within a month, Tom proposed, and Britney agreed. And the married couple, at least for Tom, lived happily ever after. How did this happen? When did Tom propose?
  
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  Angelina has 25 gold coins. One on those coins is lighter, while the rest of the coins have the same weight. If Angelina has a balance, how would Angelina determine which coin is the lighter one with 3 weightings?
  
  

  Divide the coins into 3 group consisting of 9 coins, 9 coins, and 7 coins. On the first weighing, weigh the 2 groups of nine coins. If they have the same weight, then the counterfeit is in the group with 7 coins. If one of the groups of 9's weighs less, then the counterfeit is on that group.

  On the second weighing, divide the group where Angelina knows the counterfeit coin is into 3 subgroups, where the first two subgroups would have 3 coins each. Weigh these first two subgroups. If they have the same weight then the counterfeit is on the third subgroup. If one of them weighs less, the counterfeit is on the subgroup that weighs less.

  Since the subgroup that contains the counterfeit has at most 3 coins. Weighing two of these coins will allow Angelina to know which coin is the counterfeit.

  
  

Find Lighter Gold Coin

• Angelina has 25 gold coins. One on those coins is lighter, while the rest of the coins have the same weight. If Angelina has a balance, how would Angelina determine which coin is the lighter one with 3 weightings?
  
  
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• Right Answer of the last Asked Question is here...........
  
  Andy, Mark, Grant, and David were finalists of Golf Trophy. Eighteen holes were played. All of them scored 12 pars. Andy scored 3 birdies. Mark scored 2 eagles. Grant did not have any birdie. David did not have any eagle. One player bogeyed twice. Two players bogeyed thrice. One player bogeyed 4 times. One player birdied once. One player birdied twice. One player eagles once. One player eagles thrice.
  
  
  

  Here is how each players scored:
  
  

  Players --------- Eagles ---------- Birdies --------- Bogeys
  
  

  Andy ---------------1------------------3-----------------2
  
  

  Mark---------------2------------------1-----------------3
  
  

  Grant--------------0------------------2-----------------4

  
  
  
  

A Golf Tournament

• Andy, Mark, Grant, and David were finalists of Golf Trophy. Eighteen holes were played. All of them scored 12 pars. Andy scored 3 birdies. Mark scored 2 eagles. Grant did not have any birdie. David did not have any eagle. One player bogeyed twice. Two players bogeyed thrice. One player bogeyed 4 times. One player birdied once. One player birdied twice. One player eagles once. One player eagled thrice.
  
  Indicate below how many eagles, birdies, and bogeys each player scored:
  
  Players ---------- Eagles--------- Birdies --------- Bogeys
  
  Andy
  
  Mark
  
  Grant
  
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• Right Answer of last asked Question by me is here..........
  
  
  David has 20 coins consisting of some pennies, nickels, dimes, and quarters. Total worth of all coins are $3.67. How many pennies, nickels, dimes, and quarters does he have?
  
  

  David has 2 pennies, 2 nickels, 3 dimes, and 13 quarters.
  
  13 quarters = $ 3.25
  
  3 dimes = $ 0.30
  
  

  2 nickels = $ 0.10
  
  

  2 pennies = $ 0.02
  
  

  So total is $ 3.67.

  
  

Twenty Coins and $ 3.67

• David has 20 coins consisting of some pennies, nickels, dimes, and quarters. Total worth of all coins are $3.67. How many pennies, nickels, dimes, and quarters does he have?
  
  
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  Five men and five boys have to cross over the Thames River to attend a birthday party. They have only one small boat with them. Due to small size of the row boat, the boat can not carry more than one man, or more than two boys. Thus, a man riding with a boy would not be possible. What would be the least number of boat trips that would take everyone to the other shore?
  
  Total 27 trips with small boat.... Confused? look at here....
  
  

  Trip1. 2 Boys row across.
  
  

  Trip2. 1 Boy comes back.
  
  

  Trip3. 1 Man rows across.
  
  

  Trip4. 1 Boy come back.
  
  

  Trips5 to 8. Repeat trips 1 to 4.
  
  

  Trips9 to 12. Repeat trips 1 to 4.
  
  

  Trips13 to 16. Repeat trips 1 to 4.
  
  

  Trips 17 to 20. Repeat trips 1 to 4.
  
  

  Trip21. 2 Boys row across.
  
  

  Trip22. 1 Boy comes backs.
  
  

  Trips 23 to 24. Repeat trips 21 and 22.
  
  

  Trips 25 to 26. Repeat trips 21 and 22.
  
  

  Trips27. 2 Boys row across.
  
  

  All men and boys are now across Thames River enjoying the party!

  
  

Cross Thames and enjoy Party

• Five men and five boys have to cross over the Thames River to attend a birthday party. They have only one small boat with them. Due to small size of the row boat, the boat can not carry more than one man, or more than two boys. Thus, a man riding with a boy would not be possible. What would be the least number of boat trips that would take everyone to the other shore?
  
  
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  Mrs. Blair has four children, there names are Andy, Grant, Mark, and Crag.
  
  Facts:
  
  Two years ago, Andy was twice the age of Mark.
  
  Four years ago, Grant was twice the age of Mark.
  
  Two years from now, Andy would be twice the age of Crag.
  
  Three years ago, Mark was twice the age of Crag. Mrs. Blair's current age is the sum of all her children's current age. Now find all five people Age?
  
  Carefully read this age situation every year by year.......
  
  
  

  2 years ahead: Andy’s age 14, Grant’s age 12, Mark’s age 9 and Crag’s age 7

  1 year ahead: Andy’s age 13, Grant’s age 11, Mark’s age 8 and Crag’s age 6
  
  

  NOW: Andy’s age 12, Grant’s age 10, Mark’s age 8 and Crag’s age 5
  
  

  Last year: Andy’s age 11, Grant’s age 9, Mark’s age 7 and Crag’s age 4
  
  

  2 years Ago: Andy’s age 10, Grant’s age 8, Mark’s age 6 and Crag’s age 3

  3 years Ago: Andy’s age 9, Grant’s age 7, Mark’s age 5 and Crag’s age 2

  4 years Ago: Andy’s age 8, Grant’s age 6, Mark’s age 4 and Crag’s age 1
  
  
  So Current ages are as under:

  Andy 12, Grant 10, Mark 7, Crag 5.

  Mrs. Blair's current age is 34 which the total of the ages of the 4 children, 12+10+7+5=34.

  
  
  
  
  
  
  

Age Issue

• Mrs. Blair has four children, there names are Andy, Grant, Mark, and Crag.
  
  Facts:
  
  Two years ago, Andy was twice the age of Mark.
  
  Four years ago, Grant was twice the age of Mark.
  
  Two years from now, Andy would be twice the age of Crag.
  
  Three years ago, Mark was twice the age of Crag. Mrs. Blair's current age is the sum of all her children's current age. Now find all five people Age?
  
  
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  Water tank has three inlet pipes and one outlet pipe. One inlet pipe A takes 2 hours to fill the tank. Another inlet pipe B takes 3 hours to fill the tank. The third inlet pipe C takes 4 hours to fill the tank. The outlet pipe D empties the whole tank in 12 hours. If the tank is initially empty, how long would it take to fill the tank if all the inlets and outlet pipes are fully in operation?
  
  1 Hour to fill the Water Tank but How to???.....Let's Calculate
  
  

  The rates for the pipes are as under:

  Pipe A = 1/2 tank per hour
  Pipe B = 1/3 tank per hour
  Pipe C = 1/4 tank per hour
  Outlet Pipe D = -1/12 tank per hour

  1 full tank = rate x time
  1 = (1/2+1/3+1/4-1/12) time
  time = 1 hour

  Therefore, Water Tank completely fill after 1 hour.

  
  

Fill the Water Tank

• Water tank has three inlet pipes and one outlet pipe. One inlet pipe A takes 2 hours to fill the tank. Another inlet pipe B takes 3 hours to fill the tank. The third inlet pipe C takes 4 hours to fill the tank. The outlet pipe D empties the whole tank in 12 hours. If the tank is initially empty, how long would it take to fill the tank if all the inlets and outlet pipes are fully in operation?
  
  
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  James bought 4 different items worth $ 6.75 from a store. when he check out, his friend alerted him that the store clerk, instead of adding the prices, multiplied the prices of the 4 items he bought. James did not seem to care much about it. Instead, he said, "The price is the same whether you multiplied them or added them." If one of the items he bought was worth $ 1.50, what are the prices of the three other items James bought?
  
  
  

  Total Four item prices are $ 1.00, $ 1.50, $ 2.00 and $ 2.25.

Dull Clerk

• James bought 4 different items worth $ 6.75 from a store. when he check out, his friend alerted him that the store clerk, instead of adding the prices, multiplied the prices of the 4 items he bought. James did not seem to care much about it. Instead, he said, "The price is the same whether you multiplied them or added them." If one of the items he bought was worth $ 1.50, what are the prices of the three other items James bought?
  
  
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  The hour hand of a clock will take the time triple that the minute needle in arriving at number 6, what time is it?
  
  
  4:10

What time is it NOW ?

• The hour hand of a clock will take the time triple that the minute needle in arriving at number 6, what time is it?
  
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  I have total 50 notes in my pocket, whose worth is $ 100. I have not any $2 note, now please help me to calculate $ 100 with 50 notes.
  
  
  40 notes are $ 1,
  
  4 notes are $ 5 and
  
  6 notes are $ 10
  
  so, yr 100 Dollars and 50 notes are completely.
  
  
  

50 Notes and 100 $

• I have total 50 notes in my pocket, whose worth is $ 100. I have not any $2 note, now please help me to calculate $ 100 with 50 notes.
  
  
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  4 thieves rob a bakery of the bread one after the other. each thief takes half of what is present , amp; half a bread...if at the end 3 bread remains, what is the no of bread that was present initially?
  
  48 Breads was there in bakery. First thief take 24 Breads, Second thief take 12 Breads, Third thief take 6 Breads and Fourth thief take 3 breads remains.
  

Four Thieves

• 4 thieves rob a bakery of the bread one after the other. each thief takes half of what is present , amp; half a bread...if at the end 3 bread remains, what is the no of bread that was present initially?
  
  
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  man bought some horses, cows and goats. They were 100 in numbers (totally). If it cost Rs.100 to buy those 100 animals and the cost of a horse, a cow and a goat was Rs.10, Rs.3, 50 paisa respectively, how much?
  
  
  Bought 5 Horses, 1 Cow and 94 Goats.
  
  5 Horses Rs. 50
  
  1 Cow Rs. 3
  
  94 Goats Rs. 47
  
  
  100 Animals Rs. 100
  

Horses, Cowss and Goats

• A man bought some horses, cows and goats. A man bought some horses, cows and goats. They were 100 in numbers (totally). If it cost Rs.100 to buy those 100 animals and the cost of a horse, a cow and a goat was Rs.10, Rs.3, 50 paisa respectively, how much?
  
  
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  One angle of the triangle is 3 times a second angle and third angle is 20 degrees more than the second angle. Then the second angle is How many Degree ?
  
  First Angles is 96 Degree, Second angle is 32 Degree and Third Angle is 52 Degree.
  

Triangle Funda

• One angle of the triangle is 3 times a second angle and third angle is 20degrees more than the second angle. Then the second angle is How many Degree ?
  
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  A speedy thief is capable of running 20kms a day. - A thief is capable of running 20kms a day. A policeman who is to catch the thief can run 1 km on the 1st day, 2kms on the 2nd day and so on. Then how long will it take the policeman to catch the thief?
  
  Thief is very fast but He will catch on 9 th Day.
  

Speedy Thief

• A speedy thief is capable of running 20kms a day. - A thief is capable of running 20kms a day. A policeman who is to catch the thief can run 1 km on the 1st day, 2kms on the 2nd day and so on. Then how long will it take the policeman to catch the thief?
  
  
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  A clock was set right at 5 am then it loses 16 minutes every day, on the 4 th day when it shows 10 am, what is the exact time?
  
  10:51:20 AM

Exact Time

• A clock was set right at 5 am then it loses 16 minutes every day, on the 4 th day when it shows 10 am, what is the exact time?
  
  
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  It has 20 liters mixture contains milk and water in the ratio 3:5, replaces 4 liters of mixture with 4 liters of water what is the final ratio of milk and water.
  
  After replace 4 liters mixture with water, the ratio is 12:25.