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    Q&A - PSLE Math

    Scheduled Pinned Locked Moved Primary 6 & PSLE
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    • isetanI Offline
      isetan
      last edited by

      Hi, can someone help with this question:


      Some workers arranged chairs in 18 short rows and 7 long rows. Each long row had 32 more chairs than each short row. Half of the chairs were arranged in long rows while 3/7 of the chairs were arranged in short rows. The remaining chairs were stacked in a corner.
      (a)What fraction of the chairs were stacked in a corner?
      (b)How many chairs were arranged in rows?

      TIA.

      1 Reply Last reply Reply Quote 0
      • A Offline
        atutor2001
        last edited by

        isetan:
        Hi, can someone help with this question:


        Some workers arranged chairs in 18 short rows and 7 long rows. Each long row had 32 more chairs than each short row. Half of the chairs were arranged in long rows while 3/7 of the chairs were arranged in short rows. The remaining chairs were stacked in a corner.
        (a)What fraction of the chairs were stacked in a corner?
        (b)How many chairs were arranged in rows?

        TIA.
        Let me exercise my decaying brain πŸ™‚

        1/2 = 7/14 of total chairs were in 7 long rows
        3/7 = 6/14 of total chairs were in 18 short rows
        (a) 14/14 - 7/14 - 6/14 = 1/14 of total chairs were stacked in a corner

        If the total no. of chairs was divided into 14 parts,

        7 parts (7/14) of total chairs = chairs in 7 long rows
        1 part (1/14) of total chairs = chairs in 1 long row
        1 part (1/14) of total chairs = chairs in 1 short rows + 32

        6 part (6/14) of total chairs = chairs in 18 short row
        but
        1 part (1/14) of total chairs = chairs in 1 short rows + 32
        6 part (6/14) of total chairs = chairs in 6 short row + 192 [note : 32 x 6 = 192]

        So Chairs in 18 short row = Chairs in 6 short row + 192
        so Chairs in 12 short row = 192
        so Chairs in 1 short row = 192/12 = 16 chairs

        1 part (1/14) of total chair = Chairs in 1 short row +32 = 16 + 32 = 48
        Total chairs arranged in rows = 14 parts = 48 x 14 =672

        1 Reply Last reply Reply Quote 0
        • isetanI Offline
          isetan
          last edited by

          atutor2001:
          isetan:

          Hi, can someone help with this question:


          Some workers arranged chairs in 18 short rows and 7 long rows. Each long row had 32 more chairs than each short row. Half of the chairs were arranged in long rows while 3/7 of the chairs were arranged in short rows. The remaining chairs were stacked in a corner.
          (a)What fraction of the chairs were stacked in a corner?
          (b)How many chairs were arranged in rows?

          TIA.

          Let me exercise my decaying brain πŸ™‚

          1/2 = 7/14 of total chairs in 7 long rows
          3/7 = 6/14 of total chairs in 18 short rows
          (a) 14/14 - 7/14 - 6/14 = 1/14 of total chairs were stacked in a corner

          If the total no. of chairs is divided into 14 parts,

          7 parts (7/14) of total chairs = 7 long rows
          1 part (1/14) of total chairs = 1 long row
          1 part (1/14) of total chairs = 1 short rows + 32

          6 part (6/14) of total chairs = 18 short row
          but
          1 part (1/14) of total chairs = 1 short rows + 32
          6 part (6/14) of total chairs = 6 short row + 192

          So 18 short row = 6 short row + 192
          so 12 short row = 192
          so 1 short row = 192/12 = 16 chairs

          1 part (1/14) of total chair = 1 short row +32 = 16 + 32 = 48
          Total chairs in rows = 14 parts = 48 x 14 =672


          Thanks atutor2001,

          Your brain is not decaying but rather an active one. Thanks for the ans.

          1 Reply Last reply Reply Quote 0
          • MathIzzzFunM Offline
            MathIzzzFun
            last edited by

            isetan:
            Hi, can someone help with this question:


            Some workers arranged chairs in 18 short rows and 7 long rows. Each long row had 32 more chairs than each short row. Half of the chairs were arranged in long rows while 3/7 of the chairs were arranged in short rows. The remaining chairs were stacked in a corner.
            (a)What fraction of the chairs were stacked in a corner?
            (b)How many chairs were arranged in rows?

            TIA.
            Hi

            ..MD & units approach...

            http://i50.tinypic.com/2hnc6fr.png\">

            cheers.

            1 Reply Last reply Reply Quote 0
            • isetanI Offline
              isetan
              last edited by

              MathIzzzFun:
              isetan:

              Hi, can someone help with this question:


              Some workers arranged chairs in 18 short rows and 7 long rows. Each long row had 32 more chairs than each short row. Half of the chairs were arranged in long rows while 3/7 of the chairs were arranged in short rows. The remaining chairs were stacked in a corner.
              (a)What fraction of the chairs were stacked in a corner?
              (b)How many chairs were arranged in rows?

              TIA.

              Hi

              ..MD & units approach...

              http://i50.tinypic.com/2hnc6fr.png\">

              cheers.

              Thanks mathizzzfun!

              1 Reply Last reply Reply Quote 0
              • A Offline
                atutor2001
                last edited by

                isetan:

                Thanks atutor2001,

                Your brain is not decaying but rather an active one. Thanks for the ans.
                Sorry, confirmed chopped chopped that my brain is decaying. My answer is wrong. What I have given was the total number of chairs and not the \"chairs arranged in row\".

                So the correct answer is :
                1 part (1/14) of total chair = 1 short row +32 = 16 + 32 = 48
                Total chairs in rows = 14 - 1=13 parts = 48 x 13 =624

                MathIzzFun's answer is the correct one. :salute:

                1 Reply Last reply Reply Quote 0
                • J Offline
                  jarenchuatw
                  last edited by

                  Need help in solving these 2 questions:


                  Q1 Hock and Mei live in the same block of flat. There are 84 steps from the first level to the foruth level. Hock lives in the first level. How many steps must he climb to get from his flat to Mei’s flat which is on the 8th level (There are the same number of steps between each level).

                  Note: We got the answer as 168 but that was wrong - the correct answer is 196 (why huh?)

                  Q2 pls refer to the image attached

                  1 Reply Last reply Reply Quote 0
                  • M Offline
                    Michaelia0816
                    last edited by

                    jarenchuatw:
                    Need help in solving these 2 questions:


                    Q1 Hock and Mei live in the same block of flat. There are 84 steps from the first level to the foruth level. Hock lives in the first level. How many steps must he climb to get from his flat to Mei's flat which is on the 8th level (There are the same number of steps between each level).

                    Note: We got the answer as 168 but that was wrong - the correct answer is 196 (why huh?)

                    Q2 pls refer to the image attached
                    For Q1 , mine is same as your, you're correct, it took 21 steps to get to another level, so times 8 is equal to 168.

                    1 Reply Last reply Reply Quote 0
                    • K Offline
                      kwcllf
                      last edited by

                      Michaelia0816:
                      jarenchuatw:

                      Need help in solving these 2 questions:


                      Q1 Hock and Mei live in the same block of flat. There are 84 steps from the first level to the foruth level. Hock lives in the first level. How many steps must he climb to get from his flat to Mei's flat which is on the 8th level (There are the same number of steps between each level).

                      Note: We got the answer as 168 but that was wrong - the correct answer is 196 (why huh?)

                      Q2 pls refer to the image attached

                      For Q1 , mine is same as your, you're correct, it took 21 steps to get to another level, so times 8 is equal to 168.


                      Each level has 28 steps (84/3 not 84/4) although there are 4 levels.

                      To climb up to Mei's flat on the 8th floor ---> 28 steps x 7 = 196 steps

                      Every 2 levels, there are only 28 steps. You only need to climb 1 level to reach the second level.
                      So, for the 8th level, multiply by 7, not 8

                      1 Reply Last reply Reply Quote 0
                      • S Offline
                        Spongy
                        last edited by

                        Hi I need help in a question. :thankyou:


                        1. Charlie and Diana had some stamps. Charlie had 70% of what Diana had at first. Charlie then gave Diana 60% of what he had. As a result, Diana had 912 more stamps than Charlie. How many stamps did Charlie have at first?

                        1 Reply Last reply Reply Quote 0

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