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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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    • MathIzzzFunM
      MathIzzzFun
      last edited by

      verykiasumummy:
      hi everyone here...


      i was reading this thread and i was totally amazed! really...!!

      i always hv challenging maths questions from my boy... he always accumulate it to ask his tutor who only has lessons with him once a week due to limited slots...

      it'll be so helpful if i could get solutions here n try to explain to him..

      1]. At first, Tom had 2/3 as many stickers as Edward. After Tom bought another 8 stickers and Edward lost 5, Tom had 4/5 as many stickers as Edward. Find the number of stickers Tom had at first.

      2]. There are 200 people in a party. What is the minimum number of people whose birthday fall in the same month?

      3]. What is the largest 5-digit number which is a multiple of 2, 3 and 5? How many 5-digit numbers are there which are multiples of 2, 3 and 5?

      Thanks in advance.
      Hi


      http://postimage.org/image/34ur6epyc/

      Q2.

      200/12 = 16R8, so at least 16 people had birthday in the same month.

      Q3.

      LCM of (2,3,5) = 30
      Range of 5-digit number : 10000 to 99999
      Smallest multiple of 30 = 10020, and largest = 99990

      10020/30 = 334, 99990/30 = 3333

      Number of multiples of 30 from 10020 to 99990 = 3333-334+1 = 3000

      cheers.




      cheers.

      1 Reply Last reply
      Reply Quote 0
      • D
        Dharma
        last edited by

        Vanilla Cake:
        http://postimage.org/image/1yp7bb24k/

        Thks in advance for your worked solutions.Much appreciated.
        😉
        Q8

        Since n1, n2, n3,…., n8 and n9 are consecutive numbers

        (n – 4) + (n -3 ) + … + n + (n + 1) + … + (n + 4 ) = 9
        9n = 9
        n = 1

        n5 = n
        n4 = n -1 = 1 -1 = 0

        n1 x n2 x … x n8 x n9 = 0

        1 Reply Last reply
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        • D
          Dharma
          last edited by

          Vanilla Cake:
          http://postimage.org/image/10w36l1gk/


          Thks in advance for your worked solutions.Much appreciated.
          😉

          http://postimage.org/image/1zpeisj9g/

          1 Reply Last reply
          Reply Quote 0
          • MathIzzzFunM
            MathIzzzFun
            last edited by

            Hi Vanilla Cake



            http://postimage.org/image/12kl9d3tw/


            N = (2x5)^2000x2^9 = 512 x 10^2000 >>> 2003 digits


            cheers.

            1 Reply Last reply
            Reply Quote 0
            • V
              verykiasumummy
              last edited by

              thank u so much mathsizzfun…

              1 Reply Last reply
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              • MathIzzzFunM
                MathIzzzFun
                last edited by

                Hi verykiasumummy


                avec plaisir :lol:

                cheers.

                1 Reply Last reply
                Reply Quote 0
                • MathIzzzFunM
                  MathIzzzFun
                  last edited by

                  Vanilla Cake:


                  http://postimage.org/image/1z8oj67ic/


                  Thks in advance for your worked solutions.Much appreciated.
                  😉

                  Hi Vanila Cake

                  http://postimage.org/image/1fu0s9w/

                  cheers.

                  1 Reply Last reply
                  Reply Quote 0
                  • D
                    Dharma
                    last edited by

                    Vanilla Cake:
                    http://postimage.org/image/10w4u4dyc/


                    😉

                    http://postimage.org/image/2yh41ih1g/

                    1 Reply Last reply
                    Reply Quote 0
                    • D
                      Dharma
                      last edited by

                      Vanilla Cake:
                      http://postimage.org/image/10yw2d7l0/


                      😉
                      Number of ways to choose 3L shape squares from a 2 x 2 square = 6 x 4 = 24
                      Number of ways to 3L shape squares around the shaded figure = 6
                      Total number of ways to choose the 3L shape figure = 24 + 6 = 30

                      1 Reply Last reply
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                      • D
                        Dharma
                        last edited by

                        Vanilla Cake:
                        http://postimage.org/image/2oi05iksk/


                        😉

                        http://postimage.org/image/1asfuc42s/

                        1 Reply Last reply
                        Reply Quote 0

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