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    Q&A - PSLE Math

    Scheduled Pinned Locked Moved Primary 6 & PSLE
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    • MathIzzzFunM Offline
      MathIzzzFun
      last edited by

      altp10:
      tianzhu:

      [quote=\"altp10\"]Hi Tianzhu,


      It's from St. Andrews.. 1st time I encountered this.

      How did u derive the 1 part---- 8?
      And the 60?

      I understand that since the sharing ratio is 5:3:4 it means it would be a multiple of 12. But is a little bit of guess and check involved to attain the 60?

      Thank u.

      Hi

      Yes, you may use GC, but it tends to be less efficient especially at upper primary level.

      A neat way to solve this question is to use MD.

      Hope this helps.

      Best wishes

      http://farm9.staticflickr.com/8515/8575849299_dec8bcbc97_z.jpg\">



      Hi Tianzhu,

      Thanks alot... Very clear explaination..

      Regards[/quote]There are multiple answers for this question. A similar question was discussed before on pg 806-

      http://www.kiasuparents.com/kiasu/forum/viewtopic.php?f=69&t=280&start=8050

      cheers

      1 Reply Last reply Reply Quote 0
      • ozoraO Offline
        ozora
        last edited by

        Need help to identify the number pattern below and find the missing

        Number.

        4, 6, 8, 12, 24, 36, ___,144, 480

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

          ozora:
          Need help to identify the number pattern below and find the missing

          Number.

          4, 6, 8, 12, 24, 36, ___,144, 480
          Hi

          The missing number is 96.

          4*2 ----- 8
          6*2 ----- 12
          8*3 ------ 24
          12*3 ----- 36
          24*4 ------ 96
          36*4 ------ 144
          96*5 ------ 480

          Hope this helps

          Best wishes

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

            Need help. From 2012 nanyang prelim.


            At a swimming meet, school A had 18 more representatives than school B and 6 fewer representatives than school C. The ratio of the number of boys to girls from the three schools was 1:3. The ratios of the number of boys to the number of girls in schools A, B and C were 1:3, 1:5, 2:5 respectively. How many representatives from the three schools were there in all?

            Answer in answer key is 96 but I don’t understand how they derive this answer.

            Please help show detail workings.
            Thanks.

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

              MathIzzzFun:
              Treelodge:

              http://i46.tinypic.com/idhth5.jpg\">

              :?: Please help! :imdrowning:
              Nanyang Prelim 2012 Q18 :slapshead: 😢
              Answer given = 96
              :thankyou: :thankyou: :thankyou:

              alternate approach using concept of multiples and a little Guess & Check..

              School B, boys : girls --> 1 : 5 (total 6)
              School A, boys : girls --> 1 : 3
              School C, boys : girls --> 2 : 5
              School A = School B + 18 = School B + 6 x 3
              School C = School A + 6 = School B + 6 x 4
              Total number of students in School B is a multiple of 6,
              So, total number of students in School A is a multiple of 6 and total number of students in School C is also a multiple of 6

              School C, boys : girls --> 2 : 5 --> 12 : 30
              School A, boys : girls --> 1 : 4 --> 9 : 27 (6 less than C)
              School B, boys : girls --> 1 : 5 --> 3 : 15 (18 less than A)
              check --> boys: girls = (12+9+3) : (30+27+15) = 24:72= 1:3 √

              So,
              total number of students = 24 + 72 = 96

              cheers.

              Need help. From 2012 nanyang prelim.

              At a swimming meet, school A had 18 more representatives than school B and 6 fewer representatives than school C. The ratio of the number of boys to girls from the three schools was 1:3. The ratios of the number of boys to the number of girls in schools A, B and C were 1:3, 1:5, 2:5 respectively. How many representatives from the three schools were there in all?

              Discussed at pg 797 - see above

              cheers

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

                Jwoofamily:
                Need help. From 2012 nanyang prelim.


                At a swimming meet, school A had 18 more representatives than school B and 6 fewer representatives than school C. The ratio of the number of boys to girls from the three schools was 1:3. The ratios of the number of boys to the number of girls in schools A, B and C were 1:3, 1:5, 2:5 respectively. How many representatives from the three schools were there in all?

                Answer in answer key is 96 but I don't understand how they derive this answer.

                Please help show detail workings.
                Thanks.
                Hi

                Here’s a solution posted earlier in this thread.

                I think you can use MD, but I’ll use letters of the alphabet so as to save some time.

                Number of representatives in B ------- 1 box
                Number of representatives in A ------- 1 box + 18
                Number of representatives in C ------- 1 box + 18 + 6

                School A
                Boys: Girls------- 1A:3A

                School B
                Boys: Girls ------- 1B:5B

                School C
                Boys: Girls ------- 2C:5C

                1A + 1B + 2C ------ 1p
                3A + 5B + 2C ------3p

                3A + 3B +6C ------- 3p

                3A + 3B +6C ------- 3A + 5B + 2C

                Hence, you’ll get 1C ------- 2B

                Now change (2C + 5C) to 14B and do a comparison.

                14B – 6B (1B+5B) ------- 24

                8B ------- 24

                B ------- 3

                C ------- 6

                Number of representatives in C ------- 7*6 ------ 42

                Number of representatives in A ------- 42 - 6 ------ 36

                Number of representatives in B ------- 18

                Total number ------- 96

                Best wishes

                1 Reply Last reply Reply Quote 0
                • ozoraO Offline
                  ozora
                  last edited by

                  tianzhu:
                  ozora:

                  Need help to identify the number pattern below and find the missing

                  Number.

                  4, 6, 8, 12, 24, 36, ___,144, 480

                  Hi

                  The missing number is 96.

                  4*2 ----- 8
                  6*2 ----- 12
                  8*3 ------ 24
                  12*3 ----- 36
                  24*4 ------ 96
                  36*4 ------ 144
                  96*5 ------ 480

                  Hope this helps

                  Best wishes

                  thanks. Really stuck.:)

                  1 Reply Last reply Reply Quote 0
                  • O Offline
                    Oldschool
                    last edited by

                    Hi,


                    BTW, forum admins/mopderators might want to shift this thread under the relevant topics or header.

                    To begin,

                    (1) To complete the drawing,

                    Gogh + Picasso => 4 days, follow by
                    Picasso => 5 days

                    (2) Per day, G - P = 1/30 of the drawings

                    or G = P + 1/30

                    (3) Therefore, per day,

                    Gogh + Picasso complete => P + 1/30 + P of the drawings

                    4 days of (G + P) => 8P + 2/15
                    5 days of P => 5P

                    (4) 8P + 2/15 + 5P = 1 complete drawing

                    then P = 1/15
                    and G = 1/10

                    (5) Hence, Gogh will take 10 days whereas Picasso will take 15 days to completes the drawing alone.

                    Regards

                    1 Reply Last reply Reply Quote 0
                    • O Offline
                      Oldschool
                      last edited by

                      Hi,


                      (1) 2 teams will take 30 days to complete.

                      Then, 30 days => 100%

                      So, in 6 days, the 2 teams completed => 100/30 x 6 = 20%

                      (2) Therefore, left with 80% which was completed by a single team in 40 days.

                      80% => 40 days
                      100% => 50 days

                      (3) Assume that both teams are equally hardworking. Then it would take 50 days for a single team to complete that certain job.

                      Regards

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

                        Oldschool:
                        Hi,


                        (1) 2 teams will take 30 days to complete.

                        Then, 30 days => 100%

                        So, in 6 days, the 2 teams completed => 100/30 x 6 = 20%

                        (2) Therefore, left with 80% which was completed by a single team in 40 days.

                        80% => 40 days
                        100% => 50 days

                        (3) Assume that both teams are equally hardworking. Then it would take 50 days for a single team to complete that certain job.

                        Regards
                        the two team worked at different rate.

                        Total amount of work to be done --> 30 units (1 day = 1unit of work)

                        In 6 days, 6 units completed, 24 units left.

                        Team A (team remained to complete the work) takes 40 days to complete 24 units of work --> 24/40 unit/day = 0.6 unit/day

                        Team B --> (1 - 0.6) unit/day = 0.4unit /day

                        Number of days taken by each team to complete all the work by itself:
                        Team A --> 30/0.6 = 50 days
                        Team B --> 30/0.4 = 75 days

                        cheers.

                        1 Reply Last reply Reply Quote 0

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