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    Q&A - PSLE Math

    Scheduled Pinned Locked Moved Primary 6 & PSLE
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    • J Offline
      jewelbox
      last edited by

      Hi, how do I solve this qn? Thanks. http://i47.tinypic.com/2j1si1k.jpg\">

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      • N Offline
        nounou
        last edited by

        This Q comes from Pei Chun Prelim 2012 Q18.

        I would like to know if there is another method to find answer for b and c.
        One that is easier to understand and remember. Please help. :?: :imdrowning:
        :thankyou: :thankyou: :thankyou:


        quote=\"charsen\"]

        ms_lim:
        Can help to explain how to solve this question?

        http://i47.tinypic.com/v4ov3b.jpg\">
        C)
        I try to find the general rule and i found it for how to find the total no.of tiles.It is (pattern no.x2-1)x(pattern no.x2-1)+4.
        I subtracted 4 from the total no. of tiles in each question.For example,29-4=25.
        You know that 25 is a square root of 5,which is a odd no.So,if you subtract 4 from all the total no. of tiles,you get the square root of odd no.Next,you should find the odd no. of the square root you found.
        take pattern 3 as an example.
        29-4=25
        5x5=25
        i need to find the relation ship between the pattern no. and the odd no.So,I used the formula to find odd numbers which is 2n-1-->(3+3)-1=5
        And there,i found the formula.
        Cheers[/quote]

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        • W Offline
          Winx5015
          last edited by

          thanks tianzhu 🙂

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          • T Offline
            tianzhu
            last edited by

            Treelodge:
            This Q comes from Pei Chun Prelim 2012 Q18.

            I would like to know if there is another method to find answer for b and c.
            Hi

            This question is difficult as compared to the other pattern questions in previous papers.

            I don't have much time to prepare slide, so just give you some pointers.

            Please bear with it if you find it disorganised.

            For the white tiles, notice that the number of white tiles in the odd pattern number is always 4 more than the number of white tiles in the even pattern number. That is to say when the number of white tiles in the even section changes, the number of white tiles in the next odd section increases by 4.

            Take for example 8 to 12, 32 to 36.

            So we focus on the even pattern number.

            8 -------- 4*2 ------- 2*2*2

            32 ------- 16*2 -------4*4*2

            72 -------- 36*2 -------6*6*2

            So we can see that the it follow a pattern of (n*n*2) where n is the pattern number.

            For the odd pattern number, simply add 4 to the number tiles before it.

            For pattern 30, we have 30*30*2 -------- 1800.

            For the total number of tiles, take note that he difference between 2 numbers are 8, 16,32,24,32,40,48 …….

            Hence, we have 8(1+2+3+4+5+6……..)

            Students should be familiar with calculating the sum of numbers from 1 to 100.

            We follow a pattern of 5 + 8 * (sum of numbers from 1 to n-1) , where n is the pattern number.

            In this case, pattern 86.

            So we have n ------ 86 and (n-1) ------ 85

            Therefore, we need 5 + 8 * ( sum of numbers from 1 to 85)

            The total number ------- 5 + 8( 85*86)/2 -------- 29245

            Best wishes

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            • K Offline
              kuts
              last edited by

              What is the missing number in the box?

              60*300 = ____*300 +300

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              • K Offline
                kwcllf
                last edited by

                kuts:
                What is the missing number in the box?

                60*300 = ____*300 +300
                59 is the number.

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                • Z Offline
                  zanen
                  last edited by

                  hello can help me with this qns 10 workers can complete a painting job. If there are 2 more workers, the painting job will be completed 6 days sooner. If the same painting job were to be done 21 days earlier, how many additional workers are needed?

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                  • Z Offline
                    zeemimi
                    last edited by

                    jewelbox:
                    Hi, how do I solve this qn? Thanks. http://i47.tinypic.com/2j1si1k.jpg\">

                    (a) ¼ x 2 π 3 + ¼ x 2 π 2 + 3/4x2 π 1 = 4 π

                    (b)

                    (A) Area of big quad = ¼ π3x3 = 9/4 π
                    (B) Area of white space under medium quad = 2x2 – ¼ π2x2 = 4 – π
                    (C) Area of white space in rect under smallest quad = 2x1 – ¼ π1x1= 2 – ¼ π
                    (D) Area of semi circle = ½ π 1x1= ½ π
                    Area of shaded region = (A) – (B) – (C) + (D) = 6.57 cm2

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                    • Z Offline
                      zombie
                      last edited by

                      Can someone help to check, either the question is fluke or that my solution is accepatble ? Thanks a lot. Hope it won’t appear for this year PSLE.


                      Question
                      Four boys, Tom, Dick, Harry and Francis, each donated some money to charity. Tom’s donation was 1/4 of the total donation made by Dick, Harry and Francis. Dick’s donation was 7/23 of the total donation made by Tom, Harry and Francis. Harry’s donation was 4/11 of the total donation made by Tom, Dick and Francis. If Francis donated $36, how much did Tom donate?

                      T : (D + H + F) = 1: 4
                      T : (T + H + F) = 7: 23
                      T : (T + D + F) = 4: 11

                      T : (D + H + F + T) = 1: 5, 6: 30
                      D : (T + H + F + F) = 7: 30
                      H : (T + D + F + H) = 4: 15 ; 8:30
                      F: 9: (T + D + F + H); 9:30
                      9 u – 36
                      1 u – 36 ÷ 9 = 4
                      Ans: \tT = 6 u → 6 x 4 = 24
                      \tD : $28
                      \tH : $32
                      \tF : $36

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                      • J Offline
                        jewelbox
                        last edited by

                        Zeemimi, thanks for the solution. You present it very clearly. 🙂

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