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    Q&A - P5 Math

    Scheduled Pinned Locked Moved Primary 5
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    • S Offline
      S-H
      last edited by

      pup_love_Claire:
      Hi S-H,


      the ratio and unit price are multiply together to create the total price for 1 SET of the mentioned items e.g 3 staples and 4 rulers. The ratio sort of give you the items to make a group or set. From there, we can calculate how many group/set are there in the given total amount.

      🙂 Hope it helps.
      Thank you pup_live_Claire, didn't see tianzhu first explanation, it is clearer to me than the 2nd one. I understand now. Thanks u and thanks tianzhu!

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      • T Offline
        titank
        last edited by

        The ratio of Sally's age to Peter's age is 9:5.

        The ratio of Simon's age to Peter's age is 3:2.
        Find the ratio of Sally's age to Simon's to Peter's

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        • S Offline
          speedmaths.012624com
          last edited by

          titank:
          The ratio of Sally's age to Peter's age is 9:5.

          The ratio of Simon's age to Peter's age is 3:2.
          Find the ratio of Sally's age to Simon's to Peter's
          Hi titank,

          Please see table.

          http://i44.tinypic.com/htu0qh.jpg\">

          Can you follow?

          Cheers


          speedmaths.com


          .

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          • P Offline
            pup_love_Claire
            last edited by

            titank:
            The ratio of Sally's age to Peter's age is 9:5.

            The ratio of Simon's age to Peter's age is 3:2.
            Find the ratio of Sally's age to Simon's to Peter's
            Changing ratio method.

            Since Peter appeared to compare with 2 different people, however, he is still the same. So we have to find a common multiple to convert his ratio to be the same. Normally, take the 2 numbers of Peter's ratio to cross times each other.

            Sally:Peter
            (x2) 9:5 (x2)
            18:10

            Simon:Peter
            (x5) 3:2 (x5)
            15:10

            Sally:Simon:Peter
            18:15:10

            Hope it's easy to understand 🙂

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            • C Offline
              celestial
              last edited by

              C and M have some beads. After C gave 5/9 of her beads to M, the ratio of the number of beads C had to the number of beads M had was 2:3. Find the ratio of the number of beads C had at first to the number of beads M had at first.

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              • S Offline
                smartmummy
                last edited by

                celestial:
                C and M have some beads. After C gave 5/9 of her beads to M, the ratio of the number of beads C had to the number of beads M had was 2:3. Find the ratio of the number of beads C had at first to the number of beads M had at first.

                http://i42.tinypic.com/2vmiter.png\">

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                • I Offline
                  iCreative Math
                  last edited by

                  php:
                  Hi iCreative Math


                  You can create a PDF file from Excel....Open the PDF file, take a snapshot, open Paint and paste the snapshot there....then save the file in any graphic format....
                  Hi php, thanks. Much appreciated. Will try it out tomorrow.

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                  • I Offline
                    iCreative Math
                    last edited by

                    php:
                    Hi iCreative Math


                    You can create a PDF file from Excel....Open the PDF file, take a snapshot, open Paint and paste the snapshot there....then save the file in any graphic format....
                    Hi php, thanks. Much appreciated. Will try it out tomorrow.

                    1 Reply Last reply Reply Quote 0
                    • C Offline
                      celestial
                      last edited by

                      1)A locksmith had a total of 272 gold and silver uncut keys in the ratio 12:5. After cutting twice as many gold as silver keys, the ratio of the number of gold keys to the number of silver keys became 5:2. How many gold keys did the locksmith cut?


                      2) After saving for a month, 2/3 of S’s savings was the same as 1/2 of M’s savings. S then spent $330 and M saved an additional $430. In the end,the ratio of S’s savings to M’s savings became 2:3. How much did they save altogether in the end? tks

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                      • C Offline
                        Charnic
                        last edited by

                        Please help !!!


                        Qing had $510 more than Ryan . Ryan spent 4/5 of his money and Qing spent 5/7 of his money . In the end , Qing had twice as much as Ryan . Find the amount of money Ryan had at first .

                        THANKS !!!^^

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