Download "Form 4 Mathematics Term 2 Schemes of Work 2025 (KLB + Advancing in Mathematics)" Instantly.

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Summary

  • Description:

    The MS Word document comprises Form 4 Mathematics Term 2 Schemes of Work 2025. The PDF version of the document is also available upon request. The resources/books used are KLB and Advancing in Mathematics.

    The schemes of work cover the following topics and sub-topics:

    • Trigonometry
      • Deriving the relation Sin2 0 + Cos2 0 = 1
      • Trigonometric ratios of the form y = sin x y = tan x y = cos x
      • Graphs of Trigonometric relations y = a sin x y = a cos x y = a tan x
      • Simple trigonometric equations, amplitudes, period, wavelength and phase angle of trigonometric function
      • Trigonometry y = a sin (bx + 0)
      • Trigonometry y = a cos (bx + 0) y = a tan (bx + 0)
      • Amplitude, period, wavelength and phase Phase angles of trigonometric function
      • Solution to simple Trigonometric equations
    • Three Dimensional Geometry
      • Geometrical properties of common solids
      • Skew lines projection of a line onto a plane
      • Length of a line in 3D geometry
      • Angle between a line and a line
      • A line and a plane
      • A plane and a plane
      • Angles between skew lines
    • Longitudes and Latitudes
      • Latitudes and longitudes (great and small circle)
      • The equator and Greenwich meridian
      • Position of a place on the surface of the earth
      • Radii of small and great circles
      • Distance between two points along the small and great circle in nautical miles and kilometers
      • Distance in nautical miles and kilometers along a circle of latitude
      • Time and longitude
      • Speed in knots and kilometer per hour
    • Linear Programming
      • Formation of linear Inequalities
      • Analytical solutions of linear inequalities
      • Solutions of linear inequalities by graph
      • Optimization (include objective)
      • Application of linear programming to real life situation
    • Differentiation
      • Average and instantaneous rates of change
      • Differentiation Gradient of a curve at a point
      • Gradient of y = xn where n is a positive integer
      • Delta notation (?)

    The document is neat and printable.

  • Category:
    Schemes of Work
  • Level:
    Form 4
  • Subject:
    MATHEMATICS

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