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    Q&A - P3 Math

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

      john.316:
      QN 1 answer is Susan has 150 stickers


      QN 2 There are 142 pupils like Math and Science.

      Am I getting the correct answer? Pls let me know. Thank u!
      how did you get 142?

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      • T Offline
        tianzhu
        last edited by

        Hi

        Hope this helps

        http://farm4.static.flickr.com/3552/3816681348_9e16311e67_o.jpg\">

        http://farm4.static.flickr.com/3440/3816681432_40f93f0256_o.jpg\">

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        • T Offline
          Tranquility8706
          last edited by

          Thank you very much… Tianzhu

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          • J Offline
            john.09525316
            last edited by

            [quote]how did you get 142?[/quote]
            Sorry I have made a silly and careless mistake.
            It should be 70.

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            • O Offline
              owlparents
              last edited by

              Hi,


              I have this Maths problem from Pei Chun P3 SA2 2008. Pls help. Thanks.

              Grandpa has some stamps. If he gives 6 stamps to each of his grandchildren, he will have 5 stamps left over. If he gives 8 stamps to each of his grandchildren, he will be hsort of 9 stamps.

              a) How many grandchildren does Grandpa have?

              b) How many stamps does Grandpa have?

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              • R Offline
                radiantmum
                last edited by

                I can’t sleep so keeping myself occupied solving maths problem.


                Owlparents, (a) 7 & (b) 47

                6x+5 = 8x - 9
                14 = 2x
                7 = x

                Oh but wait a minute - does P3 knows algebra?

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                • O Offline
                  owlparents
                  last edited by

                  Thanks RadiantMum! Your answers are correct. But no algebra for P3.


                  Any other methods? Thanks.

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                  • R Offline
                    radiantmum
                    last edited by

                    Hi owlparents,


                    sorry it took a little while as I have no idea what P3's current methods are (now you know i belong to the old algebra generation :oops: ). I was
                    referring to page 1 of this thread based on Lizawa's method ...

                    multiple of 6s: 6, 12, 18, 24,30,36, 42
                    (+5 since extra 5 stamps) : 11,17,23,29,25, 41, 47

                    multiple of 8s: 8, 16, 24, 32, 40, 48, 56
                    (-9 since short of 9 stamps) : -1, 7, 15, 23, 31, 39, 47

                    So 47 is the matching answer and if you count by blocks, it's 7 !

                    Geez, why cant they teach algebra if they want to make maths so difficult for P3 :shock:

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                    • T Offline
                      Tang
                      last edited by

                      owlparents:
                      Hi,


                      I have this Maths problem from Pei Chun P3 SA2 2008. Pls help. Thanks.

                      Grandpa has some stamps. If he gives 6 stamps to each of his grandchildren, he will have 5 stamps left over. If he gives 8 stamps to each of his grandchildren, he will be hsort of 9 stamps.

                      a) How many grandchildren does Grandpa have?

                      b) How many stamps does Grandpa have?
                      Instead of 6 stamps, each grandchild is given 8 stamps, so each gets 2 more stamps.

                      With 5 stamps left over in addition to 9 stamps short, total stamps given out to the grandchildren is 5 + 9 = 14 stamps.

                      Since each grandchild receives 2 more stamps and 14 stamps are given out, number of grandchildren is 14 divided by 2, that is 7 grandchildren.

                      Number of stamps = 6 x 7 + 5 = 47 stamps.

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                      • O Offline
                        owlparents
                        last edited by

                        Thanks a lot for your help. 😄 Will try to digest this first and then think of how to explain to my girl.

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