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    Q&A - PSLE Math

    Scheduled Pinned Locked Moved Primary 6 & PSLE
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    • S Offline
      small
      last edited by

      Andrew Lee:

      Hi , guy
      Can help me solve this two questions
      Maha Bodhi,2011,prelim, Q3, Q4

      http://i46.tinypic.com/m9m4aa.jpg\">
      Hi,

      For question 3:

      As each child donated different number of pencils and the biggest number is 15, so we have to work from biggest number in order to get the smallest number.

      1st child - 15
      2nd child - 14
      3rd child - 13
      4th child - 12
      5th child - 11
      6th child - 10

      Total number of pencils that donated by 6 children is 75, so we have 13 more pencils to go with 2 children

      13 --- 9 + 4

      The smallest number is 4.

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      • S Offline
        small
        last edited by

        For question 4, flip the diagram for easier reference.


        As the height of the both triangles is the same thus we can add up their base to calculate their total area.

        Area of unshaded part ----- 1/2 x 40 x 18 - 75 = 285cm2

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        • S Offline
          small
          last edited by

          For question 4:


          http://i49.tinypic.com/25umul1.jpg\">

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          • A Offline
            Andrew Lee
            last edited by

            small:
            For question 4:


            http://i49.tinypic.com/25umul1.jpg\">
            谢谢你们 :rahrah:

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            • S Offline
              small
              last edited by

              Hi,


              甭客气。。

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              • I Offline
                imacsg
                last edited by

                Hi MathIzzzFun,

                Thanks for your solution. What method do you call this?

                Below is my method but do not know where is my mistake.

                --------------------------
                Roy | L | 2u | 4 |
                --------------------------
                Joy | L | L | 1u |
                ---------------------

                282-4 = 278
                278 / 2 = 139

                1L + 2u = 139 …x2
                2L + 4u = 278
                2L + 1u = 139
                3u = 139

                Then cannot solve the problem, do you know where is my mistake.

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                • MathIzzzFunM Offline
                  MathIzzzFun
                  last edited by

                  imacsg:
                  Hi MathIzzzFun,

                  Thanks for your solution. What method do you call this?

                  Below is my method but do not know where is my mistake.

                  --------------------------
                  Roy | L | 2u | 4 |
                  --------------------------
                  Joy | L | L | 1u |
                  ---------------------

                  282-4 = 278
                  278 / 2 = 139

                  1L + 2u = 139 ..........x2
                  2L + 4u = 278
                  2L + 1u = 139
                  3u = 139

                  Then cannot solve the problem, do you know where is my mistake.
                  Hi

                  Roy had $4 more --> $143
                  L+2u = 143

                  cheers.

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                  • A Offline
                    AJH
                    last edited by

                    AJH:
                    :scratchhead: :scratchhead: Hi - have trouble with these problems:


                    Q1. If Darren gives 12 of his seashells to Kim, he will have 4 times as many seashells as Kim. If Darren gives another 4 more seashells to Kim, he will have thrice as many seashells as Kim. How many seashells does Kim have? Ans: 4

                    Q2. A flask is 1/3 filled with chocolate powder. A teapot, twice as large as the flask, is 1/4 filled with chocolate powder. Then the flask and the teapot are each filled with water completely and all the contents are mixed together into a chocolate drink. What fraction of the chocolate drink is the chocolate powder?

                    I've got 7/12 but the ans is 5/18 :scratchhead:

                    Q3. There are 65 lamp posts along St. Andrew's Street. The lamp posts are arranged such that the distance between two lamp posts on the same side of the street is 20m. One lamp post is on the opposite side of the street at an equal distance between the two lamp posts. How long is St Andrew's Street? Ans: 640m

                    Thank you.
                    Hi - nd help with the above problems. Thank you.

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                    • I Offline
                      imacsg
                      last edited by

                      Hi MathIzzzFun,

                      Thanks. I notice my mistake.

                      1 Reply Last reply Reply Quote 0
                      • B Offline
                        brastilava
                        last edited by

                        Hi, please help in this question:

                        Ans: (a) 138.06 cm2; (b) 83.91 cm

                        http://i50.tinypic.com/21kksw6.jpg

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