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    Q&A - P3 Math

    Scheduled Pinned Locked Moved Primary 3
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    • T Offline
      tianzhu
      last edited by

      fohope:
      Hi,

      Pls help me to solve these problems and thanks in advance to everyone.
      1) 21 handshakes were exchanged at a party. If each person only shook hand with another person once, how many people were there at the party?
      Hi

      This question is pretty similar to yours.Try to understand the logic behind the solution and apply it to your question.

      The answer to your question is 7.

      Best wishes.

      http://farm6.staticflickr.com/5307/5668798707_dd4d6f1925_z.jpg\">

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      • C Offline
        Cher2101
        last edited by

        Dear parent is there a method to answer the below question.


        A) there are 16 ducks and cows on a farm altogether. The animals have 60 legs In all. How many ducks and how many cows are there on the farm?

        1 Reply Last reply Reply Quote 0
        • P Offline
          php
          last edited by

          Cher2101:
          Dear parent is there a method to answer the below question.


          A) there are 16 ducks and cows on a farm altogether. The animals have 60 legs In all. How many ducks and how many cows are there on the farm?
          Using Chicken-Rabbit Concept,

          Assume all are ducks

          16 x 2 = 32 legs

          60 - 32 = 28

          Diff in legs --> 4 - 2 = 2

          No of cows --> 28 div 2 = 14
          No of ducks --> 16 - 14 = 2

          For checking,

          (14 x 4) + (2 x 2) = 56 + 4 = 60

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

            php:
            Cher2101:

            Dear parent is there a method to answer the below question.


            A) there are 16 ducks and cows on a farm altogether. The animals have 60 legs In all. How many ducks and how many cows are there on the farm?

            Using Chicken-Rabbit Concept,

            Assume all are ducks

            16 x 2 = 32 legs

            60 - 32 = 28

            Diff in legs --> 4 - 2 = 2

            No of cows --> 28 div 2 = 14
            No of ducks --> 16 - 14 = 2

            For checking,

            (14 x 4) + (2 x 2) = 56 + 4 = 60

            I am aware this method for 2 variables. Can we apply this for 3 variables, say cows, ducks and one more animal say insect or 10-cent, 20-cent and 50-cent coins? Thanks in advance.

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            • M Offline
              Michaelia0816
              last edited by

              Not possible, to use three, but after comparing two and found one of it, use it for another to compare.

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              • H Offline
                HAPPYH
                last edited by

                Michaelia0816:
                Not possible, to use three, but after comparing two and found one of it, use it for another to compare.

                Could you please help me solve the following problem using the above method? Thank you in advance.

                Si Rong had 8 50 cent-coins, 20 cent coins and 10 cent coins that add upto $2. How many 50 cent coins does she have?

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                • P Offline
                  peapot
                  last edited by

                  If three items then need to use guess and check. This was what I was told by the school teacher.

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                  • corneyAmberC Offline
                    corneyAmber
                    last edited by

                    HAPPYH:
                    Michaelia0816:

                    Not possible, to use three, but after comparing two and found one of it, use it for another to compare.


                    Could you please help me solve the following problem using the above method? Thank you in advance.

                    Si Rong had 8 50 cent-coins, 20 cent coins and 10 cent coins that add upto $2. How many 50 cent coins does she have?

                    Peapot is right, this question can be easily solved by guess and check.

                    Do a table and start with
                    50 cts x 1 = $0.50
                    20 cts x 6 = $1.20
                    10 cts x 1 = $0.10
                    8 coins but $1.80, short of $0.20

                    50cts x 2 = $1
                    20cts x 4 = $0.80
                    10cts x 2 = $0.20
                    so 8 coins and $2 and he has 2 50 cts coins

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                    • H Offline
                      HAPPYH
                      last edited by

                      ksi:
                      HAPPYH:

                      [quote=\"Michaelia0816\"]Not possible, to use three, but after comparing two and found one of it, use it for another to compare.


                      Could you please help me solve the following problem using the above method? Thank you in advance.

                      Si Rong had 8 50 cent-coins, 20 cent coins and 10 cent coins that add upto $2. How many 50 cent coins does she have?

                      Peapot is right, this question can be easily solved by guess and check.

                      Do a table and start with
                      50 cts x 1 = $0.50
                      20 cts x 6 = $1.20
                      10 cts x 1 = $0.10
                      8 coins but $1.80, short of $0.20

                      50cts x 2 = $1
                      20cts x 4 = $0.80
                      10cts x 2 = $0.20
                      so 8 coins and $2 and he has 2 50 cts coins[/quote]Thank you KSI. Just curious to know whether any formula can be applied for this.

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

                        peapot:
                        If three items then need to use guess and check. This was what I was told by the school teacher.

                        Thank you peapot. I am bit worried because if the numbers get bigger, then my DD will have a problem with guess and check. Or she will take very long to derive the answer.

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