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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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    • D Offline
      Dharma
      last edited by

      Herbie:
      HI, Thanks MathsGURU


      Can help with the qn below:

      Belinda has 200 more books than Alan, Belinda gives 60% of her books to Alan. Alan then gives 25% of her books back to Belinda. In the end, Alan has 200 more books than Belinda. How many books does Belinda have at first?

      Thanks!
      Belinda gives 60% of her books to Alan
      Belinda : 100u – 60u = 40u
      Alan : 100u – 200 + 60u = 160u – 200

      Alan gives 25% of his books to Belinda
      Belinda : 40u + (40u – 50) = 80u - 50
      Alan : 160u – 200 – (40u – 50) = 120u – 150

      120u – 150 – (80u – 50) = 200
      40u – 100 = 200
      40u = 300
      1u = 7.5

      No. of books Belinda had at first = 100u = 750

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      • F Offline
        firebird
        last edited by

        Dear maths guru


        Thank you for the answers

        With best regards
        firebird

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        • H Offline
          Herbie
          last edited by

          Thanks VC and Dharma Can help with the qn below?


          There were some chairs in a school hall. 1/2 of the chairs were placed in short rows while 2/5 of the chairs were placed in long rows. The rest of th chairs were stacked at the back of the hall.

          There were 15 short rows and long rows. If each short row contained 7 chairs less tha each kong rows, how many chairs were there in the wall altogether?

          Tx

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          • M Offline
            Maths Monster
            last edited by

            delete

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            • V Offline
              Vanilla Cake
              last edited by

              Herbie:
              Thanks VC and Dharma Can help with the qn below?


              There were some chairs in a school hall. 1/2 of the chairs were placed in short rows while 2/5 of the chairs were placed in long rows. The rest of th chairs were stacked at the back of the hall.

              There were 15 short rows and long rows. If each short row contained 7 chairs less tha each kong rows, how many chairs were there in the wall altogether?

              Tx
              Hi Herbie,
              May I know the source of this question?
              Maths Monster:
              Can anyone can solve this without using guess and check method?

              P6 SA1 2009 Paper2 Q14

              Audrey and Belle has some money each. If Audrey spends $18 and Belle spends $24 each day, Audrey will have $25 left when Belle has spend all her money. If Audrey spends $13 and Belle spends $30 each day, Audrey will have $139 left when Belle has spend all her money. How much money do they have altogether?

              [Ans: 655]
              Hi Maths Monster,
              Thanks for posting this interesting 4-mark question from Nanyang P6 SA1 2009 paper 2 Q14 and let's look forward for creative solutions from readers in this forum plus our dearest Mathsguru to provide her model solution. 😄
              For the reference of readers, this question had been discussed in other forum and blog.

              http://psle2010a.blogspot.com/2010/03/14.html
              http://www.onsponge.com/forum/35-thinkingmathonsponge/2528-p6-maths.html
              http://www.onsponge.com/forum/35-thinkingmathonsponge/1917-p6-maths-2009-nanyang-sa1-paper-2.html

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              • T Offline
                tisha
                last edited by

                Is it possible to solve these without algebra? These are P5 Questions from past year exam papers for SA1.

                I believe algebra is only taught in P6, so just curious how come these questions can be asked for SA1 of P5 :?

                Ken and Patrick had $625 at first. After buying some books, the amount of money Ken has left is 4 times the amount of money he spent and the amount of money Patrick has left is 5 times the amount of money he spent. Find the amount of money Patrick had at first if they have a total of $510 left.


                There are 85 plates of chicken rice for 80 people. Each adult eats 2 plates of chicken rice and every 3 children share 1 plate of chicken rice. Find the number of adults and children respectively.

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                • H Offline
                  Herbie
                  last edited by

                  Hi VC,


                  Source SJIJ P6 2010 CA 1 Paper

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                  • D Offline
                    Daddy
                    last edited by

                    Hi Maths Monster,


                    I have question to ask you. Thanks

                    1. A worker managed to complete 2/5 of his work on the first day and 3/4 of the remainder on second day. How much work was completed at the end of second day?


                    Daddy.
                    Thanks alls.

                    1 Reply Last reply Reply Quote 0
                    • CoffeeCatC Offline
                      CoffeeCat
                      last edited by

                      tisha:
                      Is it possible to solve these without algebra? These are P5 Questions from past year exam papers for SA1.

                      I believe algebra is only taught in P6, so just curious how come these questions can be asked for SA1 of P5 :?

                      Ken and Patrick had $625 at first. After buying some books, the amount of money Ken has left is 4 times the amount of money he spent and the amount of money Patrick has left is 5 times the amount of money he spent. Find the amount of money Patrick had at first if they have a total of $510 left.


                      There are 85 plates of chicken rice for 80 people. Each adult eats 2 plates of chicken rice and every 3 children share 1 plate of chicken rice. Find the number of adults and children respectively.
                      For qns 2. One common non-algebra way to solve such algebraical questions is to use this heuristic called \"make an assumption\".
                      First assume there are 80 adults. Then these 80 adults will eat 160 plates of rice.
                      Now we must try to find the number of children.
                      Notice that if we interchange 3 adults for 3 children, there will be a decrease in (2*3 -1) = 5 plates of rice from the total.
                      (if you are not convinced you can try 77 adults, 75 adults to see the pattern)
                      For every group of interchange of 3 adults for 3 children, we are 5 plates nearer the true total of 85. therefore, the number of children is 3*(160-85)*5 =45.

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                      • CoffeeCatC Offline
                        CoffeeCat
                        last edited by

                        Daddy:
                        Hi Maths Monster,


                        I have question to ask you. Thanks

                        1. A worker managed to complete 2/5 of his work on the first day and 3/4 of the remainder on second day. How much work was completed at the end of second day?


                        Daddy.
                        Thanks alls.
                        3/4 of the remainder of job = 3/4 * (1- 2/5) = 9/20 of work
                        amt of work completed at end of second day = 2/5 + 9/20 = 8/20 + 9/20 = 17/20

                        1 Reply Last reply Reply Quote 0

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