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    Q&A - PSLE Math

    Scheduled Pinned Locked Moved Primary 6 & PSLE
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    • E
      Easy-going
      last edited by

      Beaker A and Beaker B contain some water. If 46.5ml of water is drained from Beaker A, the volume of the water in beaker A will be 60% that of the water in Beaker B.

      If 35.2 ml of water is drained out from Beaker B, the volume of the water in Beaker B will be 85% that of the water in Beaker A.
      What is the tota volume of water in Beaker and Beaker B?

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      • I
        its888me
        last edited by

        The figure below shows 3 different rectangles, X, Y and Z. 3/10 of X and 40% of Z is shaded. The shaded area of X is the same as the shaded area of Z. What fraction of the figure is unshaded if 60% of Y is shaded?


        My child got the answer 4/7, but the answer is 31/43. What is wrong? Can someone help? Thanks! http://i49.tinypic.com/15dlah.jpg\">

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        • MathIzzzFunM
          MathIzzzFun
          last edited by

          its888me:
          The figure below shows 3 different rectangles, X, Y and Z. 3/10 of X and 40% of Z is shaded. The shaded area of X is the same as the shaded area of Z. What fraction of the figure is unshaded if 60% of Y is shaded?


          My child got the answer 4/7, but the answer is 31/43. What is wrong? Can someone help? Thanks! http://i49.tinypic.com/15dlah.jpg\">
          Hi

          X, shaded:unshaded = 3 : 7 --> 6 units: 14 units
          Z, shaded:unshaded = 2 : 3 --> 6 units: 9 units
          Y, shaded:unshaded = 3 : 2 --> 12 units : 8 units --- Y, total --> 20 units
          total unshaded --> (14 + 9 + šŸ˜Ž units = 31 units
          total area --> 14 units (X, unshaded) + 9 units (Z, unshaded) + 20 units (Y) = 43 units
          fraction of figure that is unshaded = 31/43

          cheers.

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          • T
            tanpk
            last edited by

            Hi


            Need a help on the question below. Wondering if any one can help? Its a foundational math qn, it seem hard. Thanks!

            Question
            A restaurant had the same number of apples, oranges and pears at first. After 38 pears, some apples and oranges were used, there were 90 fruits left. There are twice as many apples as oranges left.
            The number of pears left were 15 fewer than the number of apples left.

            (a) How many pears were left?
            (b) How many apples, oranges and pears were there altogether at first?

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            • L
              lizawa
              last edited by

              [quote]Hi


              Need a help on the question below. Wondering if any one can help? Its a foundational math qn, it seem hard. Thanks!

              Question
              A restaurant had the same number of apples, oranges and pears at first. After 38 pears, some apples and oranges were used, there were 90 fruits left. There are twice as many apples as oranges left.
              The number of pears left were 15 fewer than the number of apples left.

              (a) How many pears were left?
              (b) How many apples, oranges and pears were there altogether at first?[/quote]At first
              A : O : P
              1 : 1 : 1

              After
              2p : 1p : 1u -38

              90 fruits left, so
              3p + 1u -38 = 90
              3p + 1u = 128
              1u = 128 - 3p


              Pears were 15 fewer than apples

              2p - 15 = 1u - 38
              1u = 2p + 23

              Solve the 2 equations
              1p = 21
              1u = 65

              a) pears left -> 65 - 38 = 27
              b) at first -> 3u = 195

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              • J
                jarenchuatw
                last edited by

                Help needed for these 2 questions - many thanks in advance!


                1. Mr Rani and Mr Chau drove along the same route from City X to City Y. Ms Rani took 12 hours while Mr Chua took 9 hours to complete the whole journey. Their difference in their average sped was 15 km/hr.
                a) What was the distance between the 2 towns?
                b) What was the average speed of Mr Chua?

                2. A block of wood 40cm by 14cm by 8 cm was cut into smaller pieces which were 7cm by 6cm by 2cm each. What was the maximum number of pieces that it could be cut into?

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                • L
                  lizawa
                  last edited by

                  [quote]Help needed for these 2 questions - many thanks in advance!


                  1. Mr Rani and Mr Chau drove along the same route from City X to City Y. Ms Rani took 12 hours while Mr Chua took 9 hours to complete the whole journey. Their difference in their average sped was 15 km/hr.
                  a) What was the distance between the 2 towns?
                  b) What was the average speed of Mr Chua?[/quote]Common distance question. Use ratio of speed and time to solve
                  TR : TC
                  12 : 9
                  SR : SC
                  9 : 12

                  3u -> 15
                  1u -> 5
                  speed of Rani -> 5 * 9 = 45 km/h
                  Distance = 45 * 12 = 540 km

                  Speed of chua -> 12 * 5 = 60km/h

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                  • L
                    lizawa
                    last edited by

                    [quote]Help needed for these 2 questions - many thanks in advance!

                    2. A block of wood 40cm by 14cm by 8 cm was cut into smaller pieces which were 7cm by 6cm by 2cm each. What was the maximum number of pieces that it could be cut into?[/quote]Need to maximize each side of the wood.

                    Place 7cm on the 14cm side. 2cm on the 8cm side. 6cm on the 40 cm side.

                    You get 2 *4 * 6 = 48

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                    • MathIzzzFunM
                      MathIzzzFun
                      last edited by

                      Easy-going:
                      Beaker A and Beaker B contain some water. If 46.5ml of water is drained from Beaker A, the volume of the water in beaker A will be 60% that of the water in Beaker B.

                      If 35.2 ml of water is drained out from Beaker B, the volume of the water in Beaker B will be 85% that of the water in Beaker A.
                      What is the tota volume of water in Beaker and Beaker B?
                      hi

                      at first,
                      (add 46.5 ml back to Beaker A) Beaker A : Beaker B --> 3u + 46.5 : 5u

                      If 35.2ml drained from Beaker B,
                      Beaker A : Beaker B
                      --> 3u + 46.5 : 5u - 35.2 = 100 : 85 = 20 : 17

                      equalize/cross-multiply:
                      51u + 790.5 = 100u - 704
                      1u --> 30.5
                      Volume of water in
                      Beaker A --> 3 x 30.5 + 46.5 = 138 ml
                      Beaker B --> 5 x 30.5 = 152.5 ml

                      Total, Beaker A + Beaker B --> 290.5m

                      cheers.

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                      • N
                        nounou
                        last edited by

                        Dear Tianzhu, HELP please! :?:


                        :? I don't understand \"Hence, 1 unit of bookmark ------- 12/6 ------- 2
                        1 unit of bookmarks ------- 8
                        There is an extra of 6 (8-2) because the bookmark costs 30 cents more than a sticker.
                        Number of bookmarks ------- 600/30 ------ 20
                        Therefore cost of 1 bookmark -------- 800/20 ------- 40 cents.\"

                        Can you please explain? :thankyou: :salute: :udaman:

                        tianzhu:
                        anneshirleygilbert:

                        Can somebody please help with this question?

                        Betina spent $20 on some stickers and bookmarks. She bought 6 times as many stickers as bookmarks. Each bookmark cost 30 cents more than a sticker. She spent $4 more on the stickers than on the bookmarks. What was the cost of a bookmark?

                        TIA.

                        Hi

                        Amount spent on stickers ------ 12
                        Amount spent on bookmarks ------- 8

                        She bought 6 times as many stickers as bookmarks.

                        Bookmarks ------ 1 unit
                        Stickers ------- 6 units

                        Hence, 1 unit of bookmark ------- 12/6 ------- 2

                        1 unit of bookmarks ------- 8

                        There is an extra of 6 (8-2) because the bookmark costs 30 cents more than a sticker.

                        Number of bookmarks ------- 600/30 ------ 20

                        Therefore cost of 1 bookmark -------- 800/20 ------- 40 cents.

                        Check

                        120*10 ------- 1200
                        20*40 ------ 800

                        Best wishes

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