Monday, 28 February 2011

Core4 Parametric equations 28/02/11

  • Sketching curves where x and y are defined in terms of a third variable
  • Defining parametric equations
  • Converting from parametric equations to Cartesian form
  • Differentiation from parametric equations

https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0B2J1T-insOmpNTQ4YmMzYTUtNDVlNy00MjUzLThiY2EtODRiMmNiZDdhZjUx&hl=en

Wednesday, 16 February 2011

Core4 Vector equations 16/02/11

  • Reminder identifying perpendicular vectors
  • Introduce concept of vector equation of line
  • Vector equation of line from given point and direction
  • Vector equation of line from two given points
  • HOMEWORK SET

https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0B2J1T-insOmpZGI3YTlhODUtZmM2Yi00Yjk3LTg4ZjEtYWJkNGNjZDNlYmI0&hl=en

Monday, 14 February 2011

Core4 More vectors 14/02/11

  • Using vectors geometrically
  • Scalar (dot) products
  • Scalar products with i-j-k form
  • Perpendicular and parallel
  • Solving problems involving scalar products
  • HOMEWORK SET

https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0B2J1T-insOmpYzJmNmEzZDctYTcxMC00ZDlkLThkOWQtMTJmN2I1YjA2MzU5&hl=en

Wednesday, 9 February 2011

Core4 Vectors - moving from M1 09/02/11

  • Vectors revision from M1 (magnitude, direction and unit vectors)
  • Introducing column vectors
  • Introducing 3 dimensional vectors (column and i-j-k)
  • Magnitude of 3 dimensional vectors
  • Homework set (from worksheet given in lesson)

https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0B2J1T-insOmpNjNlMzRjODUtM2I1OC00ZmE1LWE1YzEtZDIxMDFkYmVlMDBh&hl=en

Wednesday, 2 February 2011

Core2and3 Trigonometry revision 02/02/11

  • Solving simple trig equations
  • Analysing trig graphs
  • Multiple solutions to trig equations
  • Core 3 inverse trig functions
  • Core 3 trig identities
  • Using the above to solve Core 3 trig equations

https://docs.google.com/viewer?a=v&pid=explorer&chrome=true&srcid=0B2J1T-insOmpZjExNDYxY2MtZjBlMi00MWQzLWIwNTAtZDZkNGY1ZDM3YjZj&hl=en