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    Q&A - P3 Math

    Scheduled Pinned Locked Moved Primary 3
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    • J Offline
      jon00
      last edited by

      Happy New Year!

      Thanks tpybear for your answer. The answer sheet gave an answer of 400 which confused me though.

      tpybear:
      jon00:

      Ann and Betty had the same number of bookmarks.
      After Ann had given away 120 bookmarks, Betty had 4 times as many bookmarks as Ann.
      How many bookmarks did both of them have at first?
      How to draw the model to get the answer?
      Thanks in advance.

      Happy New Year! First thing to note for this kind of problem sum is The number of bookmarks for Betty remained unchanged. We need to use the before and after approach for this sum.

      BEFORE
      A [__________]
      B [__________]
      AFTER
      A [_]<--120-->
      B [_][_][_][_]

      Since both of them have equal number of bookmarks at first,
      3u-> 120
      1u-> 120/3=40
      Ann has 40+120=160
      Total = 160*2= 320(done)

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

        Hi,


        BEFORE
        A [______x______]
        B [______x______]

        AFTER
        A [__x - 120__]
        B [____________x + 120____]

        A = x - 120
        B = 4A = x + 120

        4 * (x - 120) = x + 120
        4x - 480 = x + 120
        4x - x = 480 + 120
        3x = 600
        x = 200

        Thus A + B = 2x = 2 * 200 = 400

        I'm not from Singapore. When I did study ages ago (I'm old now, got my son in P3 this year), my teacher told me different approach on solving this. I don't know in Singapore whether it is allowed to use other approach as long as the result is correct. Anyway, I would like to share with you the other approach.

        A = x - 120
        B = 4A = x + 120

        x + 120 = 4A
        x - 120 = A
        ----------------- - ===> Substract to remove x, thus only 1 variable left
        240 = 3A
        A = 80
        B = 4A = 4 * 80 = 320
        A + B = 80 + 320 = 400

        I hope my explanation helps 😄

        1 Reply Last reply Reply Quote 0
        • L Offline
          lect
          last edited by

          Hi, may i know how to solve this problem sum - John’s mass is half of his own mass plus 30kg. what is his mass?

          Thank you.

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

            lect:
            Hi, may i know how to solve this problem sum - John's mass is half of his own mass plus 30kg. what is his mass?

            Thank you.
            Hi

            Hope this helps.

            Best wishes

            http://farm9.staticflickr.com/8095/8381875925_c14ea89891_z.jpg\">

            1 Reply Last reply Reply Quote 0
            • ChiefKiasuC Offline
              ChiefKiasu
              last edited by

              tianzhu:
              lect:

              Hi, may i know how to solve this problem sum - John's mass is half of his own mass plus 30kg. what is his mass?

              Thank you.

              Hi

              Hope this helps.

              Best wishes ...

              Thanks Tianzhu! Clear as a crystal as usual.

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

                jon00:
                Ann and Betty had the same number of bookmarks.

                After Ann had given away 120 bookmarks, Betty had 4 times as many bookmarks as Ann.
                How many bookmarks did both of them have at first?
                How to draw the model to get the answer?
                Thanks in advance.

                http://i50.tinypic.com/xe337l.png\">

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

                  jon00:
                  Ann and Betty had the same number of bookmarks.

                  After Ann had given away 120 bookmarks, Betty had 4 times as many bookmarks as Ann.
                  How many bookmarks did both of them have at first?
                  How to draw the model to get the answer?
                  Thanks in advance.
                  We have seen answers of 320, as well as 400.
                  The key to the different answers is that some assume the bookmarks were
                  given to Betty (400), while some don't (320).
                  The question said \"Ann had given away 120 bookmarks\", but it didn't say they were given to Betty.

                  So, I tend to agree with the 320 answer, ie. the 120 bookmarks were given to someone else.

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

                    tracywham:
                    Hi, sorry to trouble all of you again and need your help to solve this question.


                    Dave has 11 times as much as Oscar. Calvin and Dave have $172. Calvin and Oscar have $92. How much does Calvin have?
                    Solving for fun (below is the way I train my own kids).

                    http://i46.tinypic.com/2nk1il2.png\">

                    1 Reply Last reply Reply Quote 0
                    • K Offline
                      ksoh3000
                      last edited by

                      Hi


                      Can anyone help to solve this qn : ?
                      -The number of fleas on a dog doubles every day. By the 20th day,the dog was completely covered with fleas.
                      (a) On which day was the dog half-covered with fleas?
                      (b) On which day was the puppy a quarter-covered with fleas?


                      Thank You

                      1 Reply Last reply Reply Quote 0
                      • K Offline
                        ksoh3000
                        last edited by

                        Tks for the prompt answer

                        1 Reply Last reply Reply Quote 0

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