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    Q&A - PSLE Math

    Scheduled Pinned Locked Moved Primary 6 & PSLE
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    • S
      small
      last edited by

      Dharma:
      AnnT2009:

      Please help,



      Q2 Mr Tan bought three times as many badges as toy cars and spent $144 in total. He spent $84 more on toy cars than on badges. Given that a toy car cost $10.40 more than a badge. What is the cost of a badge?
      Ans:$1

      TIA.

      Qty
      Badges : 3 units
      Toy Cars : 1 unit

      Unit Price
      Badges : 1 part
      Toy car : 1 part + $10.40

      Total Value
      Badges : (3 units x 1 part)
      Toy car : 1 unit x (1 part +$10.40)

      (4 units x 1 part) + (1 unit x $10.40) = $144 ------- Eqn 1

      (1 unit x $10.40) - (2 units x 1 part) = $84
      (2 units x $10.40) - (4 units x 1 part) = $ 168 -------- Eqn 2

      Eqn 1 + Eqn 2
      (3 units x $10.40) = $ 312
      1 unit = 10

      40 x 1 part = $144 - $104
      1 part = 1

      1 part - unit price of badge = $1


      Hi Dharma,

      Much appreciated if you can elaborate on how to get this:

      (1 unit x $10.40) - (2 units x 1 part) = $84

      Thanks in advance.

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      • D
        Dharma
        last edited by

        Hi small,


        It's the diff of amount spent on toy cars and badges, ...qn says it is $84

        (1 unit) x (1 part +$10.40) - (3 units) x (1 part) = $84
        (1 unit)x (1 part) + (1 unit) x ($10.40) - (3 units) x (1 part) = $84
        (1 unit) x ($10.40) - (2 units) x (1 part) = $84

        Hope it helps ...

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        • S
          small
          last edited by

          Dharma:
          Hi small,


          It's the diff of amount spent on toy cars and badges, ...qn says it is $84

          (1 unit) x (1 part +$10.40) - (3 units) x (1 part) = $84
          (1 unit)x (1 part) + (1 unit) x ($10.40) - (3 units) x (1 part) = $84
          (1 unit) x ($10.40) - (2 units) x (1 part) = $84

          Hope it helps ...
          Hi Dharma,

          Thanks...You are great..

          Please forgive my ignorance.... :oops:

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          • T
            tianzhu
            last edited by

            Thank you for your help.


            Quite an interesting question, the answer hinges on how we would interpret together took

            Mr Yoma and Mr Ula together took 5 hours to paint a room.
            Mr Wara and Mr Hito together took 4 hours to paint the same room.
            Mr Ula and Mr Wara together took 3 hours to paint the same room.
            How long would both Mr Yoma and Mr Hito together take to paint the same room?

            Take the case of Mr Yoma and Mr Ula, do you interpret as both men were painting for a total duration of 5 hours. (T1+T2 =5)
            or they were painting for 5 hours each (T1=5 and T2 =5)?

            1 Reply Last reply
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            • S
              small
              last edited by

              tianzhu:
              Thank you for your help.


              Quite an interesting question, the answer hinges on how we would interpret together took

              Mr Yoma and Mr Ula together took 5 hours to paint a room.
              Mr Wara and Mr Hito together took 4 hours to paint the same room.
              Mr Ula and Mr Wara together took 3 hours to paint the same room.
              How long would both Mr Yoma and Mr Hito together take to paint the same room?

              Take the case of Mr Yoma and Mr Ula, do you interpret as both men were painting for a total duration of 5 hours. (T1+T2 =5)
              or they were painting for 5 hours each (T1=5 and T2 =5)?

              Hi tianzhu,

              I will interpret as the both men were painting for a total duration of 5 hours, so the answer is 6 hours???

              1 Reply Last reply
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              • D
                Dharma
                last edited by

                small:
                tianzhu:

                Thank you for your help.


                Quite an interesting question, the answer hinges on how we would interpret together took

                Mr Yoma and Mr Ula together took 5 hours to paint a room.
                Mr Wara and Mr Hito together took 4 hours to paint the same room.
                Mr Ula and Mr Wara together took 3 hours to paint the same room.
                How long would both Mr Yoma and Mr Hito together take to paint the same room?

                Take the case of Mr Yoma and Mr Ula, do you interpret as both men were painting for a total duration of 5 hours. (T1+T2 =5)
                or they were painting for 5 hours each (T1=5 and T2 =5)?

                Hi Tianzhu and small,

                Yoma and Ula took 5 hrs to complete painting the room. T1 + T2 = 5 is not right. You need not bother abt time taken by either Yoma or Ula to paint because their rate of painting are different.

                Just take the combinations of times taken by the different groups of men to complete the room.

                In 1 hr:
                Y+U - 1/5 of room
                W+H - 1/4 of room
                U+W - 1/3 of room

                Therefore, if 4 of them paint together,

                In 1 hr:
                Y+U+W+H = 1/5 + 1/4 = 9/20 of room

                So, Y + H will complete (9/20 - 1/3) = 7/60 of room in 1 hr

                So, Y & H will complete painting the room in 60/7hrs

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                • T
                  tianzhu
                  last edited by

                  small:

                  I will interpret as the both men were painting for a total duration of 5 hours, so the answer is 6 hours???
                  The answer is spot on if based on your interpretation.However, the given answer is the same as what Dharma has interpreted.

                  I am confused.Consider these two sentences.

                  Mr Yoma and Mr Ula together took 5 hours to paint a room.

                  Mr Yoma and Mr Ula took 5 hours to paint a room.

                  Do they have the same meaning in context?Or, do they mean different things?

                  1 Reply Last reply
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                  • D
                    Dharma
                    last edited by

                    tianzhu:
                    small:


                    I will interpret as the both men were painting for a total duration of 5 hours, so the answer is 6 hours???

                    The answer is spot on if based on your interpretation.However, the given answer is the same as what Dharma has interpreted.

                    I am confused.Consider these two sentences.

                    Mr Yoma and Mr Ula together took 5 hours to paint a room.

                    Mr Yoma and Mr Ula took 5 hours to paint a room.

                    Do they have the same meaning in context?Or, do they mean different things?

                    From your question, I interprete as with both Mr Yoma and Mr Ula in a room where they (together) took 5 hrs to complete painting the whole room. That's my inpretation of your 1st sentence ...\"together took\"

                    The 2nd sentence means the same as the 1st one ...I think!!!!

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                    • S
                      small
                      last edited by

                      Hi Dharma,


                      Once again thanks a lots for the solution…

                      1 Reply Last reply
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                      • T
                        Tang
                        last edited by

                        P6 pupils may want to try the Maths Questions at Uncle Observer's blog


                        http://prischoolmaths.blogspot.com/

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