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    Q&A - PSLE Math

    Scheduled Pinned Locked Moved Primary 6 & PSLE
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    • P Offline
      pensiveowl
      last edited by

      Pls help with this question thanks:


      Mr Ho and Mrs Lee took part in a chess competition. Mr Ho played against 1/3 as many men as women. Mrs Lee played against 2/5 as many men as women. How many women took part in the chess competition?

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      • P Offline
        pensiveowl
        last edited by

        Could someone pls help with this one as well - thanks


        The ratio of the number of green marbles to the red marbles in a box is 6 : 5. After 60 green marbles and 60 red marbles were removed from the box. the ratio of the number of green marbles to red marbles became 9 : 7. How many red marbles were there in the box at first?

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        • T Offline
          tianzhu
          last edited by

          Hi


          CHS P6 Prelim Q16 2010

          I’ve attempted to breakdown the question into familiar shapes which students are familiar with.

          PLSE students should be very comfortable with familiar shapes such as triangle, circles, and squares. They should also be able to find out the area of the eye or leaf or rugby ball.

          I’ll leave it to you to work out the detailed calculations as students may have their preferred way of working out the circumferences and areas of shapes. For example some students may prefer to calculate the area of the triangle while others may want to find out the areas of two small squares (10).

          Hope this helps.

          Best wishes.

          http://farm7.static.flickr.com/6166/6170513303_5b7ea9a81d_z.jpg\">

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          • T Offline
            tianzhu
            last edited by

            pensiveowl:
            Could someone pls help with this one as well - thanks


            The ratio of the number of green marbles to the red marbles in a box is 6 : 5. After 60 green marbles and 60 red marbles were removed from the box. the ratio of the number of green marbles to red marbles became 9 : 7. How many red marbles were there in the box at first?
            Hi

            The number of green marbles and red marbles removed from the box are the same.

            Hence the difference between the number of green marbles and red marbles stay the same before and after.

            At first.
            Green: Red ------ 6:5 -------12:10
            Difference ----- 1 ------ 2

            In the end
            Green: Red ------ 9:7
            Difference ----- 2

            Make the difference the same.

            3 units ------ 60
            1 unit ------ 20

            At first, red marbles -------10*20 -------200

            Best wishes

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            • MathIzzzFunM Offline
              MathIzzzFun
              last edited by

              pensiveowl:
              Could someone pls help with this one as well - thanks


              The ratio of the number of green marbles to the red marbles in a box is 6 : 5. After 60 green marbles and 60 red marbles were removed from the box. the ratio of the number of green marbles to red marbles became 9 : 7. How many red marbles were there in the box at first?
              Hi

              the two questions are similar, but for q2, the concept of \"same gap\" can be applied to solve.

              q1. Mr Ho and Mrs Lee took part in a chess competition. Mr Ho played against 1/3 as many men as women. Mrs Lee played against 2/5 as many men as women. How many women took part in the chess competition?

              Mr Ho played 1/3 as many men as women --> men : women = 1u : 3u
              ..total number of men = 1u + 1

              Mrs Ho played 2/5 as many men as women
              --> men : women = 1u + 1 : 3u -1 = 2 : 5

              cross-multiply: 5u+5 = 6u -2, 1u = 7

              Number of men = 1u + 1 = 8
              Number of women = 3u = 21

              q2. The ratio of the number of green marbles to the red marbles in a box is 6 : 5. After 60 green marbles and 60 red marbles were removed from the box. the ratio of the number of green marbles to red marbles became 9 : 7. How many red marbles were there in the box at first?

              at first, green : red = 6u : 5u
              in the end, green : red = 6u - 60 : 5u - 60 = 9 : 7
              so, 42u - 420 = 45u - 540, 3u = 120, 1u = 40

              At first, red marbles = 5u = 200

              using \"same gap/difference\":

              in the end, green : red = 9u : 7u (gap 2u)
              at first, green : red = 6 : 5 = 12u : 10 u (gap 2u)
              so 3u = 60, 1u = 20

              Number of red marbles at first = 10u = 200

              cheers.

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              • P Offline
                pensiveowl
                last edited by

                tianzhu:
                pensiveowl:

                Could someone pls help with this one as well - thanks


                The ratio of the number of green marbles to the red marbles in a box is 6 : 5. After 60 green marbles and 60 red marbles were removed from the box. the ratio of the number of green marbles to red marbles became 9 : 7. How many red marbles were there in the box at first?

                Hi

                The number of green marbles and red marbles removed from the box are the same.

                Hence the difference between the number of green marbles and red marbles stay the same before and after.

                At first.
                Green: Red ------ 6:5 -------12:10
                Difference ----- 1 ------ 2

                In the end
                Green: Red ------ 9:7
                Difference ----- 2

                Make the difference the same.

                3 units ------ 60
                1 unit ------ 20

                At first, red marbles -------10*20 -------200

                Best wishes


                Thanks Tianzhu!

                1 Reply Last reply Reply Quote 0
                • T Offline
                  TT2
                  last edited by

                  Hi, how to do this qn?


                  Given that p:(q+r)=1:3, r:(q+s)=1:2 and p:s=2:5.
                  (a) find p:q:r:s
                  (b) find (r+q):(p+s)

                  Thank you

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                  • T Offline
                    TT2
                    last edited by

                    Hi, need help on another speed qn…


                    Ahmad started traveling from town P towards town Q at 7am. After traveling for some time, he passed Steve who was traveling at an average speed of 80 km/h on the opposite direction. After traveling for another 2 hrs, Ahmad reached town Q while Steve was still 40km away from town P.

                    (a) if Ahmad reached town Q at 1pm, what was his average speed?
                    (b) if Steve started his journey from town Q, at what time did he leave town Q?

                    Thank you.

                    1 Reply Last reply Reply Quote 0
                    • T Offline
                      tianzhu
                      last edited by

                      TT2:
                      Hi, how to do this qn?


                      Given that p:(q+r)=1:3, r:(q+s)=1:2 and p:s=2:5.
                      (a) find p:q:r:s
                      (b) find (r+q):(p+s)

                      Thank you
                      Hi

                      Please refer to Vanilla Cake’s post @ page 432.

                      http://www.kiasuparents.com/kiasu/forum/viewtopic.php?f=69&t=280&start=4310

                      Best wishes

                      1 Reply Last reply Reply Quote 0
                      • T Offline
                        TT2
                        last edited by

                        tianzhu:
                        TT2:

                        Hi, how to do this qn?


                        Given that p:(q+r)=1:3, r:(q+s)=1:2 and p:s=2:5.
                        (a) find p:q:r:s
                        (b) find (r+q):(p+s)

                        Thank you

                        Hi

                        Please refer to Vanilla Cake’s post @ page 432.

                        http://www.kiasuparents.com/kiasu/forum/viewtopic.php?f=69&t=280&start=4310

                        Best wishes

                        Got it. Thank you, tianzhu

                        1 Reply Last reply Reply Quote 0

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