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    Q&A - PSLE Math

    Scheduled Pinned Locked Moved Primary 6 & PSLE
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    • D Offline
      Dharma
      last edited by

      mrswongtuition:
      I'm not sure if this is right, but based on my interpretation of the question:
      Sorry ...the answer is right

      1 Reply Last reply Reply Quote 0
      • F Offline
        fxchow
        last edited by

        Hi,


        Can someone help to solve this problem. TIA ๐Ÿ˜„

        Allen, Raymond and Tom ran at a speed of 5km/h, 6km/h and 7km/h respectively.
        They ran along the same route and started at 6.00 am, 6.30 am and 7.00 am respectively.
        When Raymond passed Allen, he gave Allen a message to pass to Tom.
        What time will Tom receive the message?

        1 Reply Last reply Reply Quote 0
        • D Offline
          Denise
          last edited by

          ack bought some pens and erasers for a total of $100.10.

          He spent $9.10 more on the pens than the erasers.
          Each pen costs $3.70 more than each eraser.
          Jack bought 6 times more ereasers than pens. How much does each pen cost?
          How many pens and how erasers did he buy then?

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

            fxchow:
            Hi,


            Can someone help to solve this problem. TIA ๐Ÿ˜„

            Allen, Raymond and Tom ran at a speed of 5km/h, 6km/h and 7km/h respectively.
            They ran along the same route and started at 6.00 am, 6.30 am and 7.00 am respectively.
            When Raymond passed Allen, he gave Allen a message to pass to Tom.
            What time will Tom receive the message?
            for

            Hi,

            At 7am, Allen already travelled (5x1)km. Need to calculate time for Tom catch up this dist.

            Time for Tom to catch up = 5km/ (Speed of Tom - Speed of Allen)
            = 5/(7-5) = 2.5hrs.

            Tom will pass Allen at 9.30am ...is the time Allen passes the message to him

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

              Denise:
              ack bought some pens and erasers for a total of $100.10.

              He spent $9.10 more on the pens than the erasers.
              Each pen costs $3.70 more than each eraser.
              Jack bought 6 times more ereasers than pens. How much does each pen cost?
              How many pens and how erasers did he buy then?
              Hi,

              Qty:
              Pens : 1 unit
              Erasers : 7 units

              Cost:
              Pens : 1 part +$3.70
              Eraser : 1 part

              Value :
              Pens : (1 unit)x(1 part +$3.70)
              Erasers : (7 units)x(1 part)

              (8 units)(1 part) +(1unit)($3.70) = $100.10
              (1 unit)($3.70) - (6 units)(1 part) = $9.10

              (14 units)(1 part) = $ 91
              (1 unit)(1 part) = $6.50
              (8 units)(1 part) = $52

              (1 unit)($3.70) = $100.10 - $52 = $48.10
              1 unit = 13

              No. of pens : 13
              No. of erasers : 13 x 7 = 91

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              • D Offline
                Denise
                last edited by

                Ok. I get it. Thank you very much

                1 Reply Last reply Reply Quote 0
                • F Offline
                  fxchow
                  last edited by

                  Dharma:
                  fxchow:

                  Hi,


                  Can someone help to solve this problem. TIA ๐Ÿ˜„

                  Allen, Raymond and Tom ran at a speed of 5km/h, 6km/h and 7km/h respectively.
                  They ran along the same route and started at 6.00 am, 6.30 am and 7.00 am respectively.
                  When Raymond passed Allen, he gave Allen a message to pass to Tom.
                  What time will Tom receive the message?

                  for

                  Hi,

                  At 7am, Allen already travelled (5x1)km. Need to calculate time for Tom catch up this dist.

                  Time for Tom to catch up = 5km/ (Speed of Tom - Speed of Allen)
                  = 5/(7-5) = 2.5hrs.

                  Tom will pass Allen at 9.30am ...is the time Allen passes the message to him

                  Hi Dharma,

                  I got it. Thanks so much!

                  1 Reply Last reply Reply Quote 0
                  • T Offline
                    tianzhu
                    last edited by

                    Other than Guess and Check, what are the other alternatives to solve this problem?


                    Annie wrote her motherโ€™s age followed by her own age to form a 4-digit number.She used the difference between their ages to subtract from the 4-digit number. Then Annie obtained the number 4489.What was Annieโ€™s age ? (RGPS P6 Prelim 2008 Q47)

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                    • D Offline
                      Drdj
                      last edited by

                      Hi there,


                      Please help me with the following :

                      NanHua Prelim 2008

                      Qn 24
                      15 cats can catch 15 rats in 15 minutes. How long does it take 60 cats to cath 60 rats? [Ans = 15 mins - how do you know which qty to stay constant/change]

                      Qn 44
                      Amy, Beth and Carrie have some money. If Amy gives $3.50 to Beth, the two girls will have an equal amt of money. If Beth gives $3.50 to Amy, Amy will have thrice as much money as Beth. Carrie's share is the sum of the other two girls. How much money do they have altogether? [Answer = $56]

                      Misc
                      David paints once every 2 days. Larry paints once every 3 days.
                      If the 2 men met on 28th May, what is the earliest date David has to start work? [Answer = 24th May]

                      Thanks in advance ๐Ÿ™‚

                      1 Reply Last reply Reply Quote 0
                      • T Offline
                        tianzhu
                        last edited by

                        Hi Drdj


                        You don't have to click on quote each time you want to post new questions.Use it when you want to refer to it.

                        For new post without referencing, just click on post reply.

                        1 Reply Last reply Reply Quote 0

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