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    Q&A - P3 Math

    Scheduled Pinned Locked Moved Primary 3
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    • corneyAmberC
      corneyAmber
      last edited by

      teh_oh:
      PiggyLalala:

      [quote=\"mama_10\"]Janet & Rebecca saved a total of $387.6, Janet & Jennifer saved a total of $276.85. If Rebecca and Jennifer saved a total of $200.95, how much did Janet save?


      Janet + Rebecca = 387.6
      Janet + Jennifer = 276.85
      Rebecca + Jennifer = 200.95

      Therefore 2janet + 2rebecca +2jennifer = 865.40
      Janet + rebecca + jennifer = 865.40/2 = 432.70

      therefore rebecca = 432.70 - 200.95 = 231.75

      Hi,
      Is this P3 or P4 math? Thanks.[/quote]P3 can already draw such models and it starts by deducing which one has the smallest unit in order to see the representation clearly on the model.

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      • PiggyLalalaP
        PiggyLalala
        last edited by

        Not really algebra. I would rather relate this question to question like

        😄 + :imcool: = 8
        :imcool: + :dancing: 10
        😄 + :dancing: =6.
        Find the value of 😄 .

        We observe that if we add all, we will have 2( 😄 + :imcool:+ :dancing: ) = 24.
        ( 😄 + :imcool:+ :dancing: ) = 12
        therefore 😄 = 12 -10 = 2.
        Such questions are common in P2 assessment book.

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        • C
          cimman
          last edited by

          PiggyLalala:
          Not really algebra. I would rather relate this question to question like

          😄 + :imcool: = 8
          :imcool: + :dancing: 10
          😄 + :dancing: =6.
          Find the value of 😄 .

          We observe that if we add all, we will have 2( 😄 + :imcool:+ :dancing: ) = 24.
          ( 😄 + :imcool:+ :dancing: ) = 12
          therefore 😄 = 12 -10 = 2.
          Such questions are common in P2 assessment book.
          I would still say this is basic algebra. Just replace the symbols with x,y,z and you'll have algebra. Just because it is taught in P2 doesn't mean it is not algebra. They're teaching basic algebra in P2, just packaged differently with the symbols.
          There's 3 unknowns, 3 equations and you're adding the 3 equations together, that's algebra with symbols. Well, x,y,z are symbols too that represents unknowns.

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          • ozoraO
            ozora
            last edited by

            hi need help on the following question,

            Q1. John had 1/3 as many red marbles as blue marbles. If he bought 12 red marbles, he would have 2/5 as many red marbles as blue marles. How many marbles did he have altogther?

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            • C
              Concerndad
              last edited by

              Hi…ozora…



              Q1. John had 1/3 as many red marbles as blue marbles. If he bought 12 red marbles, he would have 2/5 as many red marbles as blue marles. How many marbles did he have altogther?


              Ans:

              Before…
              rm []
              bm [][][]

              After…(bought 12 red marbles)
              rm [][]
              bm [][][][][]

              (the amt. of blue marbles remain the same…)
              3 x 5 = 15units
              (this is to make the ‘before’ n ‘after’ blue marbles have the same no. of units)

              1 x 5 = 5units
              (make the ‘before’ red marbles’ unit same as the ‘after’)

              2 x 3 = 6units
              (make the ‘after’ red marbles’ unit same as the ‘before’)

              (the revise ‘before’ become…)
              Before
              rm [][][][][]
              bm [][][][][][][][][][][][][][][]

              (the revise ‘after’ become…)
              After
              rm [][][][][][]
              bm [][][][][][][][][][][][][][][]

              (the rm increase by 1unit)
              6units - 5units = 1unit
              1unit -> 12
              20units -> 20 x 12 = 240

              John has 240marbles altogether.

              Hope this helps…
              Those info in the brackets need not be in the answer…it is to help to make clear the model steps, I made.
              rgds,
              concerndad

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              • ozoraO
                ozora
                last edited by

                Concerndad:
                Hi..ozora...



                Q1. John had 1/3 as many red marbles as blue marbles. If he bought 12 red marbles, he would have 2/5 as many red marbles as blue marles. How many marbles did he have altogther?


                Ans:

                Before...
                rm []
                bm [][][]

                After...(bought 12 red marbles)
                rm [][]
                bm [][][][][]

                (the amt. of blue marbles remain the same...)
                3 x 5 = 15units
                (this is to make the 'before' n 'after' blue marbles have the same no. of units)

                1 x 5 = 5units
                (make the 'before' red marbles' unit same as the 'after')

                2 x 3 = 6units
                (make the 'after' red marbles' unit same as the 'before')

                (the revise 'before' become..)
                Before
                rm [][][][][]
                bm [][][][][][][][][][][][][][][]

                (the revise 'after' become...)
                After
                rm [][][][][][]
                bm [][][][][][][][][][][][][][][]

                (the rm increase by 1unit)
                6units - 5units = 1unit
                1unit -> 12
                20units -> 20 x 12 = 240

                John has 240marbles altogether.

                Hope this helps...
                Those info in the brackets need not be in the answer...it is to help to make clear the model steps, I made.
                rgds,
                concerndad
                thanks
                I used ratio but my nephew only p4 doesn;t know how to use ratio. Your model answer is a great help.
                thanks again

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                • MathIzzzFunM
                  MathIzzzFun
                  last edited by

                  ozora:
                  hi need help on the following question,

                  Q1. John had 1/3 as many red marbles as blue marbles. If he bought 12 red marbles, he would have 2/5 as many red marbles as blue marles. How many marbles did he have altogther?
                  Hi

                  model approach 😄

                  http://www.flickr.com/photos/62167097@N02/5831671194/in/photostream

                  cheers.

                  1 Reply Last reply
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                  • ozoraO
                    ozora
                    last edited by

                    MathIzzzFun:
                    ozora:

                    hi need help on the following question,

                    Q1. John had 1/3 as many red marbles as blue marbles. If he bought 12 red marbles, he would have 2/5 as many red marbles as blue marles. How many marbles did he have altogther?

                    Hi

                    model approach 😄

                    http://www.flickr.com/photos/62167097@N02/5831671194/in/photostream
                    oic. thanks


                    cheers.

                    1 Reply Last reply
                    Reply Quote 0
                    • C
                      Concerndad
                      last edited by

                      Hi..ozora


                      Glad to be of help.
                      :welcome:

                      1 Reply Last reply
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                      • S
                        smartmummy
                        last edited by

                        ozora:
                        hi need help on the following question,

                        Q1. John had 1/3 as many red marbles as blue marbles. If he bought 12 red marbles, he would have 2/5 as many red marbles as blue marles. How many marbles did he have altogther?
                        is that p3 or p4?
                        thanks in advance.Wow maths harder and harder.My son now he is in p3.

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