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    Q&A - PSLE Math

    Scheduled Pinned Locked Moved Primary 6 & PSLE
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    • D
      Dharma
      last edited by

      Vanilla Cake:
      Hi Uncle Dharma/Uncle Tianzhu,

      Good morning, Uncles. Could you pls spare your precious time to look into Q17 (c) from PSLE 2010 Maths exams paper 2 set on 07 Oct 2010 (Thursday) and advise accordingly? TIA.

      Q17 (not in exact words)
      Structure Number  Number of Rods  Height (cm)\t\t\t\t\t
      -------------------------------------------------------------\t\t\t\t\t
                  1                        12                      3\t\t\t\t\t
                  2                        20                      3\t\t\t\t\t
                  3                        25                      6\t\t\t\t\t
                  4                        33                      6\t\t\t\t\t
                  5                        38                      9\t\t\t\t\t
                  6\t\t\t\t\t
      -------------------------------------------------------------\t
      a) Fill in the number of of rods and height for structure 6. [1 mark]
      b) Find the height of Structure 119. [2 marks]
      c) Find the number of rods for Structure 119. [2 marks]

      For part (a) should be 46 rods and 9 cm and part (b) should be 180 cm.
      How about part (c)? Is it 779 rods or 782 rods?

      Congratulations for an easy PSLE 2010 Maths exam papers for most P6 students. 😉
      Oh dear, next year's PSLE 2011 Maths exam papers may be difficult for my younger sister.
      🙏
      Good morning Vanilla Cake,

      Q17 ( c )

      119 is an odd number.
      We can establish a pattern for the number of rods for Structure Numbers that are odd numbers.

      Structure 1=> 12 rods = (12 x 1) + 0
      Structure 3 => 25 rods = (12 x 2) + 1
      Structure 5 => 38 rods = (12 x 3 ) + 2
      Structure 7 => 51 rods = ( 12 x 4) + 3
      .
      .
      .
      Structure N => [12(N + 1)/2 ] + (N – 1)/2

      So,
      Structure 119 => 12(120/2) + (118/2) = 779 rods

      Sometimes a difficult paper maybe a blessing in disguise because PSLE aggregate is calculated based on sum of the T-scores of the 4 papers. A very easy paper can be very damaging to a pupil who has made a few careless mistakes, where for every 1 mark lost in the raw score will result in a comparatively larger drop in the T-score.

      1 Reply Last reply
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      • T
        tiger262
        last edited by

        Dharma:


        Sometimes a difficult paper maybe a blessing in disguise because PSLE aggregate is calculated based on sum of the T-scores of the 4 papers. A very easy paper can be very damaging to a pupil who has made a few careless mistakes, where for every 1 mark lost in the raw score will result in a comparatively larger drop in the T-score.
        Hi Mr. Dharma,

        You are absolutely correct.

        In my view, an easy paper especially hurts students who have prepared very well for Maths and also students who are naturally proficient in Maths. Moreover, when the paper is very easy, students who are prone to careless mistakes, pay a heavy price in T-score damage. Not many realise this.

        Thank you very much for your valuable insight.

        1 Reply Last reply
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        • V
          Vanilla Cake
          last edited by

          tianzhu:
          http://farm5.static.flickr.com/4146/5061961412_3b05b3d38d_b.jpg\">

          Dharma:
          Q17 ( c )

          119 is an odd number.
          We can establish a pattern for the number of rods for Structure Numbers that are odd numbers.

          Structure 1=> 12 rods = (12 x 1) + 0
          Structure 3 => 25 rods = (12 x 2) + 1
          Structure 5 => 38 rods = (12 x 3 ) + 2
          Structure 7 => 51 rods = ( 12 x 4) + 3
          .
          .
          .
          Structure N => [12(N + 1)/2 ] + (N – 1)/2

          So,
          Structure 119 => 12(120/2) + (118/2) = 779 rods
          According to http://www.onsponge.com/forum/35-thinkingmathonsponge/5790-how-did-you-do-psle-math-2010.html?limit=10&start=30#5857, pls refer to the revised numbers as below:

          Structure Number  Number of Rods  Height (cm)\t\t\t\t
          --------------------------------------------------------------\t\t\t\t
                      1                        12                      3\t
                      2                        20                      3\t
                      3                        28                      6\t
                      4                        33                      6\t
                      5                        41                      9\t
                      6                         ?                       ?\t\t
          --------------------------------------------------------------\t\t\t
          a) Fill in the number of of rods and height for structure 6. [1 mark]
          b) Find the height of Structure 119. [2 marks]
          c) Find the number of rods for Structure 119. [2 marks]

          Uncle Tianzhu, could you pls edit or repost the new solution based on the new set of numbers?
          Uncle Dharma, could you also edit or repost the new solution based on the new set of numbers from part (a) to part (c)?

          I think this should be the right set of numbers to arrive correct answers as:
          (a) 46 rods and 9 cm (b) 180 cm (c) 782 rods.

          Thank you to both Uncles for your continued support and time.

          1 Reply Last reply
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          • G
            GenAzz
            last edited by

            Apologies to disappontyou. Pattern 3 is 28 rods

            1 Reply Last reply
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            • Y
              yongjianrong
              last edited by

              I’m Jian Rong on onsponge, the place where you got the info, apologies for the mistake.


              It’s 28 rods, followed by 33, 41 then 46.

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              • Y
                yongjianrong
                last edited by

                the kiasu student:
                Can some one post the PSLE 2010 Math MCQ questions? I nid the questions( not answers ) so that i can check hw many marks i got. Pls help me!!!!

                Question 2, a giveaway.
                This question is set simply.
                Which of the following is the largest?

                Without looking at the hundredth and thousandths place, we can already get the answer.

                The one with the 0.2-- is the answer.

                Question 13: The figure below is made up of identical equilateral triangles of sides 3cm. How many triangles will there be if the perimeter of the figure is 93cm?

                The 2 common answers are 29 and 31, (2) and (4) respectively.

                (2) is correct because 93-6=87 87/3=29
                (4) is due to careless because the pupil may have forgotten the 2 ''extra\" 3cm(s) at both ends of the figure.

                1 Reply Last reply
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                • T
                  tianzhu
                  last edited by

                  yongjianrong:
                  I'm Jian Rong on onsponge, the place where you got the info, apologies for the mistake.


                  It's 28 rods, followed by 33, 41 then 46.
                  Hi jianrong

                  Good Morning

                  You’ve done a great job in coming up with a list of answers and questions after PSLE Maths.

                  I must say I am amazed by your ability to remember so much under stressful examination conditions.

                  Probably about 50000 students took the test on 7 October 2010.But you are the only one who took the trouble to come up with such a comprehensive list.

                  We, in KSP forum, appreciate the extra efforts you put in.

                  May you be blessed with a successful PSLE 2010.

                  Best wishes

                  1 Reply Last reply
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                  • D
                    Dharma
                    last edited by

                    Vanilla Cake:
                    tianzhu:

                    http://farm5.static.flickr.com/4146/5061961412_3b05b3d38d_b.jpg\">


                    Dharma:
                    Q17 ( c )

                    119 is an odd number.
                    We can establish a pattern for the number of rods for Structure Numbers that are odd numbers.

                    Structure 1=> 12 rods = (12 x 1) + 0
                    Structure 3 => 25 rods = (12 x 2) + 1
                    Structure 5 => 38 rods = (12 x 3 ) + 2
                    Structure 7 => 51 rods = ( 12 x 4) + 3
                    .
                    .
                    .
                    Structure N => [12(N + 1)/2 ] + (N – 1)/2

                    So,
                    Structure 119 => 12(120/2) + (118/2) = 779 rods
                    According to http://www.onsponge.com/forum/35-thinkingmathonsponge/5790-how-did-you-do-psle-math-2010.html?limit=10&start=30#5857, pls refer to the revised numbers as below:

                    Structure Number  Number of Rods  Height (cm)\t\t\t\t
                    --------------------------------------------------------------\t\t\t\t
                                1                        12                      3\t
                                2                        20                      3\t
                                3                        28                      6\t
                                4                        33                      6\t
                                5                        41                      9\t
                                6                         ?                       ?\t\t
                    --------------------------------------------------------------\t\t\t
                    a) Fill in the number of of rods and height for structure 6. [1 mark]
                    b) Find the height of Structure 119. [2 marks]
                    c) Find the number of rods for Structure 119. [2 marks]

                    Uncle Tianzhu, could you pls edit or repost the new solution based on the new set of numbers?
                    Uncle Dharma, could you also edit or repost the new solution based on the new set of numbers from part (a) to part (c)?

                    I think this should be the right set of numbers to arrive correct answers as:
                    (a) 46 rods and 9 cm (b) 180 cm (c) 782 rods.

                    Thank you to both Uncles for your continued support and time.

                    (a)
                    To find the number of rods [R] & Height of structure [H]
                    Structure 1 ; R = 12 ; H = 3
                    Structure 2 ; R = 12 + 8 = 20 ; H = 3
                    Structure 3 ; R = 20 + 8 = 28 ; H = 6
                    Structure 4 ; R = 28 + 5 = 33 ; H = 6
                    Structure 5 ; R = 33 + 8 = 41 ; H = 9
                    Structure 6 ; R = 41 + 5 = 46 ; H = 9

                    (b)
                    Structure No. => Odd
                    Structure N => H = (N + 1)/2 x 3
                    Structure 119 => (119 + 1)/2 x 3 = 60 x 3 = 180
                    Height of Structure 119 = 180cm

                    (c)
                    Structure No. => Odd
                    Structure 3 ; R = 28 + ( 13 X 0 )
                    Structure 5 ; R = 28 + ( 13 X 1 )
                    Structure 7; R = 28 + ( 13 X 2 )
                    .
                    .
                    .
                    Structure N ; R = 28 + [ 13 x (N- 3)/2]
                    Structure 119 ; R = 28 + [13 x (119 – 3)/2 ] = 782

                    No. of rods for Structure 119 = 782

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                    • B
                      baibai06
                      last edited by

                      Dharma:
                      Vanilla Cake:

                      [quote=\"tianzhu\"]http://farm5.static.flickr.com/4146/5061961412_3b05b3d38d_b.jpg\">


                      Dharma:
                      Q17 ( c )

                      119 is an odd number.
                      We can establish a pattern for the number of rods for Structure Numbers that are odd numbers.

                      Structure 1=> 12 rods = (12 x 1) + 0
                      Structure 3 => 25 rods = (12 x 2) + 1
                      Structure 5 => 38 rods = (12 x 3 ) + 2
                      Structure 7 => 51 rods = ( 12 x 4) + 3
                      .
                      .
                      .
                      Structure N => [12(N + 1)/2 ] + (N – 1)/2

                      So,
                      Structure 119 => 12(120/2) + (118/2) = 779 rods
                      According to http://www.onsponge.com/forum/35-thinkingmathonsponge/5790-how-did-you-do-psle-math-2010.html?limit=10&start=30#5857, pls refer to the revised numbers as below:

                      Structure Number  Number of Rods  Height (cm)\t\t\t\t
                      --------------------------------------------------------------\t\t\t\t
                                  1                        12                      3\t
                                  2                        20                      3\t
                                  3                        28                      6\t
                                  4                        33                      6\t
                                  5                        41                      9\t
                                  6                         ?                       ?\t\t
                      --------------------------------------------------------------\t\t\t
                      a) Fill in the number of of rods and height for structure 6. [1 mark]
                      b) Find the height of Structure 119. [2 marks]
                      c) Find the number of rods for Structure 119. [2 marks]

                      Uncle Tianzhu, could you pls edit or repost the new solution based on the new set of numbers?
                      Uncle Dharma, could you also edit or repost the new solution based on the new set of numbers from part (a) to part (c)?

                      I think this should be the right set of numbers to arrive correct answers as:
                      (a) 46 rods and 9 cm (b) 180 cm (c) 782 rods.

                      Thank you to both Uncles for your continued support and time.

                      (a)
                      To find the number of rods [R] & Height of structure [H]
                      Structure 1 ; R = 12 ; H = 3
                      Structure 2 ; R = 12 + 8 = 20 ; H = 3
                      Structure 3 ; R = 20 + 8 = 28 ; H = 6
                      Structure 4 ; R = 28 + 5 = 33 ; H = 6
                      Structure 5 ; R = 33 + 8 = 41 ; H = 9
                      Structure 6 ; R = 41 + 5 = 46 ; H = 9

                      (b)
                      Structure No. => Odd
                      Structure N => H = (N + 1)/2 x 3
                      Structure 119 => (119 + 1)/2 x 3 = 60 x 3 = 180
                      Height of Structure 119 = 180cm

                      (c)
                      Structure No. => Odd
                      Structure 3 ; R = 28 + ( 13 X 0 )
                      Structure 5 ; R = 28 + ( 13 X 1 )
                      Structure 7; R = 28 + ( 13 X 2 )
                      .
                      .
                      .
                      Structure N ; R = 28 + [ 13 x (N- 3)/2]
                      Structure 119 ; R = 28 + [13 x (119 – 3)/2 ] = 782

                      No. of rods for Structure 119 = 782[/quote]
                      actually i did it this way

                      theres a formula for any odd numbered figure that is higher than 1 eg. picture3,5,7,9 etc.

                      the formula is: 6.5n+8.5

                      where n is the number of the odd numbered figure that is higher than 1

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                      • T
                        tianzhu
                        last edited by

                        Hi VC


                        I believe there are diagrams provided in Q17.

                        The first slide helps to explain the addition of rods to form the structures.

                        Hope this helps.

                        Best wishes.

                        http://farm5.static.flickr.com/4152/5064543276_48eb65032a_b.jpg\">

                        http://farm5.static.flickr.com/4087/5063710027_2d395557a8_b.jpg\">

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