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    Tutor MathsGuru: Ask me for your burning Maths questions!

    Scheduled Pinned Locked Moved Primary Schools - Academic Support
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    • J
      jieheng
      last edited by

      YumYum:
      hi,


      Can anyone pls assist with the foll Qns:

      3. Allan had 60 more stamps than Becky. They each gave some of their stamps to their friends. The number of stamps Becky gave away was 2/5 of the number of stamps Allan had at first; the number of stamps Allan gave away was 2/3 of the number of stamps Becky had at first; Both had an equal number of stamps left. How many stamps did Allan have at first?
      A [----15u------][--60--]

      B [----15u------]

      reason for using 15u because it is the common multiples of 3 and 5

      2/5 of A is 6u+24

      2/3 of B is 10u


      A [----15u------][--60--] - 10u

      B [----15u------] - (6u+24)

      15u + 60 - 10u -----> 15u - (6u+24)

      5u + 60 -----> 9u - 24

      4u -----> 84

      1u -----> 21

      15u -----> 21*15 = 315

      number of stamps Allan had at first = 15u + 60 = 315 + 60 = 375 (Ans)

      1 Reply Last reply
      Reply Quote 0
      • Y
        YumYum
        last edited by

        jieheng:
        YumYum:

        hi,


        Can anyone pls assist with the foll Qns:

        3. Allan had 60 more stamps than Becky. They each gave some of their stamps to their friends. The number of stamps Becky gave away was 2/5 of the number of stamps Allan had at first; the number of stamps Allan gave away was 2/3 of the number of stamps Becky had at first; Both had an equal number of stamps left. How many stamps did Allan have at first?

        A [----15u------][--60--]

        B [----15u------]

        reason for using 15u because it is the common multiples of 3 and 5

        2/5 of A is 6u+24

        2/3 of B is 10u


        A [----15u------][--60--] - 10u

        B [----15u------] - (6u+24)

        15u + 60 - 10u -----> 15u - (6u+24)

        5u + 60 -----> 9u - 24

        4u -----> 84

        1u -----> 21

        15u -----> 21*15 = 315

        number of stamps Allan had at first = 15u + 60 = 315 + 60 = 375 (Ans)

        Hi JieHeng,

        Thank you for the detailed explanations. They certainly help. 😄

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        • M
          MUMMYOF3
          last edited by

          Hi,


          Can someone assist me with the following P5 question : -

          Alan, Benny, Clement and Danny has 105 marbles. Alan lost 3 marbles and Danny lost 1/2 of what he had. Benny’s sister gave Benny another 6 marbles. Clement’s aunt rewarded Clement by doubling what he had originally. In the end, the 4 boys had an equal number of marbles. How many more marbles than Danny did Alan at first ?

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          • D
            Daddy
            last edited by

            Thanks jieheng. 😄

            1 Reply Last reply
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            • D
              Daddy
              last edited by

              Thanks jieheng. 😄

              1 Reply Last reply
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              • P
                pixiedust
                last edited by

                Mummyof3


                Start with the after situation :

                A […]
                B […]
                C […]
                D […]

                Then add the clues to get to the starting situation

                A […][…][3]
                B […][6]
                C […]
                D […][…][…][…]

                A : 2U +3
                B : 2U -6
                C : U
                D : 4U

                9U -> 105
                U -> 12

                Ans: Danny has 21 marbles more.

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                • P
                  pixiedust
                  last edited by

                  Mumyof3


                  I read the question again, it should be how many more marbles than Alan did Danny have?

                  Check:
                  Before:
                  Alan 27
                  Benny 18
                  Clement 12
                  Danny 48

                  After : each 24

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                  • J
                    jieheng
                    last edited by

                    YumYum:


                    Hi JieHeng,

                    Thank you for the detailed explanations. They certainly help. 😄
                    Hi YumYum ,

                    You are welcome.

                    Regards,

                    1 Reply Last reply
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                    • J
                      jieheng
                      last edited by

                      Daddy:
                      Thanks jieheng. 😄

                      Hi ,

                      You are welcome.

                      Regards

                      1 Reply Last reply
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                      • S
                        softcoach
                        last edited by

                        Hi


                        Appreciate help to solve the problem sum below (P5):

                        40% of the animals on a farm were chickens and the rest were ducks. When another 104 chickens and ducks were bought, the number of chickens was increased by 20% and the number of ducks was increased by 30%.
                        (a)\tFind the number of chickens on the farm at first, and
                        (b)\tthe number of ducks on the farm after the increase.

                        Thank you.

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