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1. Algebra
      - Quadratic functions: properties, graphing, and solving
      - Exponential and logarithmic functions: definitions, graphs, and equations
      - Sequences and series: arithmetic and geometric progressions
      - Complex numbers: operations and polar form
      - Polynomial functions: division algorithm and the factor theorem
      

2. Geometry
      - Advanced properties of triangles, circles, and polygons
      - Trigonometry: sine, cosine, tangent ratios, and the unit circle
      - Proofs involving congruence and similarity of triangles
      - Surface area and volume of solid figures (cylinders, cones, spheres)
      

3. Trigonometry
      - Trigonometric identities and equations: fundamental identities
      - Law of Sines and Law of Cosines
      - Applications of trigonometry in real-world problems
      

4. Statistics and Probability
      - Data representation: histograms, box plots, and scatter plots
      - Measures of central tendency: mean, median, mode, standard deviation
      - Probability concepts: independent and dependent events, tree diagrams
      

5. Calculus (Introductory)
      - Understanding limits and derivatives: basic principles
      - Applications of derivatives in motion and optimization problems
      - Basic integration techniques: understanding area under curves

Study Tips:

• Consistent practice with problem sets

• Collaboration with peers for difficult concepts

• Use online resources for additional explanations

• Review regularly to reinforce understanding.