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    Q&A - PSLE Math

    Scheduled Pinned Locked Moved Primary 6 & PSLE
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    • CoffeeCatC Offline
      CoffeeCat
      last edited by

      wkong:
      Dear All,


      Need help with the following question:

      Shawn is late for school. His father, Mr. Wong, is driving him to school.

      If Mr. Wong drives at 60km/h, Shawn will be 45 minutes late.
      If Mr. Wong drives at 80km/h, Shawn will be 20 minutes late.

      Find the distance from Shawn's house to his school.

      Thanks in advance.
      Hi, this is another typical inverse speed ratio question.
      (Given constant distance)
      Speed
      60 : 80
      3 : 4
      Time Taken
      4 : 3
      (Given ratio of speed for 2 scenarios, the ratio for time taken is just the reverse for the 2 scenarios. Intuitively, for constant distance, the faster u travel, the lesser the amt of time u will take).
      So 1 unit of time = 45-20= 25 mins.

      1 Reply Last reply Reply Quote 0
      • W Offline
        wkong
        last edited by

        CoffeeCat:
        wkong:

        Dear All,


        Need help with the following question:

        Shawn is late for school. His father, Mr. Wong, is driving him to school.

        If Mr. Wong drives at 60km/h, Shawn will be 45 minutes late.
        If Mr. Wong drives at 80km/h, Shawn will be 20 minutes late.

        Find the distance from Shawn's house to his school.

        Thanks in advance.

        Hi, this is another typical inverse speed ratio question.
        (Given constant distance)
        Speed
        60 : 80
        3 : 4
        Time Taken
        4 : 3
        (Given ratio of speed for 2 scenarios, the ratio for time taken is just the reverse for the 2 scenarios. Intuitively, for constant distance, the faster u travel, the lesser the amt of time u will take).
        So 1 unit of time = 45-20= 25 mins.

        So what's the answer? (distance)
        Anders

        1 Reply Last reply Reply Quote 0
        • CoffeeCatC Offline
          CoffeeCat
          last edited by

          wkong:

          So what's the answer? (distance)
          Anders
          1 unit -> 25 mins
          Assuming you looking at 60km/h scenario,
          Time taken -> 4 units -> 100mins = 5/3 h
          Hence Distance -> 5/3 * 60 = 100km

          1 Reply Last reply Reply Quote 0
          • W Offline
            wkong
            last edited by

            CoffeeCat:
            wkong:


            So what's the answer? (distance)
            Anders

            1 unit -> 25 mins
            Assuming you looking at 60km/h scenario,
            Time taken -> 4 units -> 100mins = 5/3 h
            Hence Distance -> 5/3 * 60 = 100km


            Thank you šŸ˜„

            1 Reply Last reply Reply Quote 0
            • CoffeeCatC Offline
              CoffeeCat
              last edited by

              Hifive:
              Hi


              Need help with this question:

              http://www.flickr.com/photos/62186744@N04/5706093589/

              Thanks in advance.
              we are given
              20% of A = 30% of C
              Thus this is an equal concept question.
              its better to convert and play with fractions so...
              2/10 of A = 3/10 of C
              There are different ways to find ratio of A to C, I make the numerator equal.
              6/30 of A = 6/20 of C
              hence
              A : C
              30 : 20
              Note that shaded area of A = Shaded area of C = 6 units.
              if 40% of B --> 6*2 = 12 units
              then B -> 30 units
              Total figure -> 30 + 30 + 20 - 12 = 68 units (the shaded area are double counted).
              Fraction -> 12/68 = 3/17

              1 Reply Last reply Reply Quote 0
              • CoffeeCatC Offline
                CoffeeCat
                last edited by

                Cheerfuldad:
                Hi all,


                Please help!

                Q 1. While on a Europe tour, Sam read 544 pages of a book at first. He read the remaining pages in 23 days, with the same number of pages each day. During these 23 days, he read 1/13 of the book in 7 days. How many pages of the book did he read in the 7 days?



                Q 2. There were 65 more boys than girls at a carnival on Sunday. 60% of the boys and 2/7 of the girls who were at the carnival on Sunday went on Saturday too. The remaining 143 boys and girls went only on Sunday.
                a) How many more boys than girls went to the carnival on both days?
                b) Find the total number of boys and girls at the carnival on Sunday.

                Thank you.
                Q1)
                7 days -> 1/13 of book
                1 day -> 1/91 of book
                23 days -> 23/91 of book
                Hence 68/91 of book -> 544 pages
                book -> 544*91/68 = 728 pages
                7 days -> 1/13 of book -> 728/13 = 56 pages

                Q2)
                One may use simultaneous eqns to solve...
                let b and g represent the no. of boys and girls on sunday.
                b = g+ 65
                2/5 b + 5/7 g = 143
                2/5 (g + 65) + 5/7 g = 143
                26 + 39/35 g = 143
                g = 117*35/39 = 105
                b = 105 + 65 = 170
                60% of boys -> 102
                2/7 of girls -> 30
                Difference 72
                Total on Sunday -> 105 + 170 = 275

                1 Reply Last reply Reply Quote 0
                • H Offline
                  Hifive
                  last edited by

                  CoffeeCat:
                  Hifive:

                  Hi


                  Need help with this question:

                  http://www.flickr.com/photos/62186744@N04/5706093589/

                  Thanks in advance.

                  we are given
                  20% of A = 30% of C
                  Thus this is an equal concept question.
                  its better to convert and play with fractions so...
                  2/10 of A = 3/10 of C
                  There are different ways to find ratio of A to C, I make the numerator equal.
                  6/30 of A = 6/20 of C
                  hence
                  A : C
                  30 : 20
                  Note that shaded area of A = Shaded area of C = 6 units.
                  if 40% of B --> 6*2 = 12 units
                  then B -> 30 units
                  Total figure -> 30 + 30 + 20 - 12 = 68 units (the shaded area are double counted).
                  Fraction -> 12/68 = 3/17

                  Hi CoffeeCat

                  Thanks for your explanation.

                  Regards

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

                    Hi


                    Hope this helps.

                    Please click at link to read question.

                    http://www.flickr.com/photos/62186744@N04/5706093589/

                    Best wishes.

                    http://farm4.static.flickr.com/3292/5708839634_c82f2e3e46_z.jpg\">

                    1 Reply Last reply Reply Quote 0
                    • H Offline
                      Hifive
                      last edited by

                      Hi tianzhu


                      Thanks for your detailed explanation and the diagram helps in my understanding.

                      Cheers

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

                        Cheerfuldad:
                        Hi all,


                        Please help!

                        Q 1. While on a Europe tour, Sam read 544 pages of a book at first. He read the remaining pages in 23 days, with the same number of pages each day. During these 23 days, he read 1/13 of the book in 7 days. How many pages of the book did he read in the 7 days?

                        Q 2. There were 65 more boys than girls at a carnival on Sunday. 60% of the boys and 2/7 of the girls who were at the carnival on Sunday went on Saturday too. The remaining 143 boys and girls went only on Sunday.
                        a) How many more boys than girls went to the carnival on both days?
                        b) Find the total number of boys and girls at the carnival on Sunday.

                        Thank you.
                        Hi Cheerfuldad,

                        A model approach to Q2 - http://www.flickr.com/photos/62167097@N02/5708623177/in/photostream

                        cheers.

                        1 Reply Last reply Reply Quote 0

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