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    O-Level Additional Math

    Scheduled Pinned Locked Moved Secondary Schools - Academic Support
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    • A Offline
      A concerned mom
      last edited by

      Thank you Jie Heng for your great help!!^^

      I think i need to study the syllabus of Sec 3 Add. Maths before analysing the answer.

      1 Reply Last reply Reply Quote 0
      • V Offline
        Valerie Teoh
        last edited by

        Any tips on doing A Maths Plane Geometry proving questions?

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        • J Offline
          JadeDry
          last edited by

          I tried solving these questions to no avail, could you please help me?



          PQRS is a trapezium where PQ is parallel to SR. Given that the angle PQR = SPR = 90 degrees, PQ = 8.5 and PR = 12.3 calculate

          A) PS

          B) The area of the trapezium PQRS

          And the second question-

          ABCD is a trapezium, the angle ABC = the angle BCD = 90 degrees. Given that AB = 8 and, CD = 15, AD = 27 and BD = (3x - 4), calculate the value of X, giving your answer correct to two decimal places.

          Thanks in advance!

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          • M Offline
            mom-of-2 0
            last edited by

            Can any kind soul please help me with this question please :


            Find the equation of the circle which passes through the points A(5,-3), B(0,6) and has its centre lying on the line 2x-3y-6=0

            Thank you very much in advance !

            1 Reply Last reply Reply Quote 0
            • W Offline
              WinnersEducation
              last edited by

              Concept:

              1)Perpendicular bisector of any chord passes through the centre of circle.
              2) Equation of circle : (x-a)^2 + (y-b)^2 = r^2 where (x, y) is any point on circumference. (a,b) : centre of circle, r: radius.

              To solve this qn I would suggest drawing a diagram.

              We need centre and radius of circle.

              How to find centre?
              - By solving simultaneous eqn of the given line and the perpendicular bisector or chord AB. Why? Both lines pass through centre.

              - How to find eqn of perpendicular bisector of AB? We need gradient and a point on this perpendicular bisector.

              Apply gradient formula on point A and B.
              Relationship between AB and perpendicular bisector is m1.m2=-1. m1: gradient of AB. m2: gradient of perpendicular bisector of AB.

              Then apply midpoint formula to find midpoint of AB. Why? Only this midpoint lies on the perpendicular bisector of AB.
              Hence eqn of perpendicular bisector is formed.

              Centre can be obtained.

              How to find radius?
              Apply distance formula between coordinate of centre (found earlier) and Point A or B (preferred since coordinate of B is 'prettier)'.

              mom-of-2:
              Can any kind soul please help me with this question please :

              Find the equation of the circle which passes through the points A(5,-3), B(0,6) and has its centre lying on the line 2x-3y-6=0

              Thank you very much in advance !

              1 Reply Last reply Reply Quote 0
              • M Offline
                mom-of-2 0
                last edited by

                Thank you very much !!

                1 Reply Last reply Reply Quote 0
                • J Offline
                  jieheng
                  last edited by

                  JadeDry:
                  I tried solving these questions to no avail, could you please help me?



                  PQRS is a trapezium where PQ is parallel to SR. Given that the angle PQR = SPR = 90 degrees, PQ = 8.5 and PR = 12.3 calculate

                  A) PS

                  B) The area of the trapezium PQRS


                  Thanks in advance!
                  http://i46.tinypic.com/25hmz68.jpg\">

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                  • J Offline
                    JadeDry
                    last edited by

                    Thanks for the help jieheng!


                    If you could help me with another question, I would appreciate it.

                    There is a hemisphere with a radius of 4cm. Some liquid is poured into the hemisphere to a depth of x cm. Show that the volume of the liquid is more than ( x cubed / 64) of the volume of the hemisphere.

                    Thanks in advance!

                    1 Reply Last reply Reply Quote 0
                    • R Offline
                      red rose
                      last edited by

                      Hi! Would appreciate help with 2 Trig Qs. Solve:


                      1. cot(2y+10°)=-0.5

                      2. 2 sin y + 1 = 3/cosec^2 y

                      Thanks! šŸ˜„

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                      • B Offline
                        BeContented
                        last edited by

                        Hi.

                        DS going sec 1 next year.
                        Like to know if SMO is similar to the Sec Sch Maths? Thanks.

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