Showing posts with label pipe. Show all posts
Showing posts with label pipe. Show all posts

Wednesday, April 15, 2009

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?


    Visit my next post for the right Answer of this Question:



  • Right Answer of last asked Question is here..........


    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.





Tuesday, April 14, 2009

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?


    Visit my next post for the Right Answer of the Question:



  • Right Answer of the last asked Question is here........


    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.


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