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Wood Technology & Design 1-4

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📚 Topics

  1. Algebraic Identities, Equations and Inequalities
    Includes solving linear, quadratic, and cubic equations and inequalities.
  2. Coordinate Geometry
    Involves calculation of distance, gradient, and equations of lines in 2D.
  3. Data Collection and Presentation
    Teaches statistical key terms, data types, sources, and methods of presentation.
  4. Differentiation
    Involves finding gradients, using rules of derivatives, and applying differentiation in various c...
  5. Discrete and Continuous Probability Distributions
    Covers binomial and continuous distributions including mean and variance calculations.
  6. Energy, Work and Power
    Covers concepts of work, energy, power, and conservation principles.
  7. Estimation
    Involves point and interval estimation and confidence intervals.
  8. Forces and Equilibrium
    Covers force vectors, equilibrium, components and resultants of forces.
  9. Functions
    Covers domain, range, inverse, and composite functions with graphical representation.
  10. Indices and Irrational Numbers
    Covers laws of indices, surds, and basic operations involving irrational numbers.
  11. Integration
    Focuses on the reverse process of differentiation and applications like area under the curve.
  12. Kinematics of Motion
    Focuses on velocity, acceleration, motion graphs, and equations of motion.
  13. Logarithmic and Exponential Functions
    Covers laws of logarithms, sketching graphs, solving equations, and exponential functions.
  14. Measures of Central Tendency and Dispersion
    Includes mean, median, mode, variance, standard deviation, and range.
  15. Newton’s Laws of Motion
    Application of Newton’s three laws to linear motion of particles.
  16. Normal Distribution
    Focuses on characteristics of the normal curve and using standard normal tables.
  17. Polynomials
    Focuses on polynomial operations, remainder and factor theorems.
  18. Probability
    Covers sample space, Venn diagrams, probability rules, and conditional probability.
  19. Quadratic Functions
    Examines quadratic equations, graphs, maximum/minimum points, and nature of roots.
  20. Sampling Methods
    Explores random and non-random sampling, central limit theorem, and sample means.
  21. Sequences and Series
    Explores arithmetic and geometric sequences and series including sigma notation and sums to infin...
  22. Trigonometry
    Explores trigonometric ratios, identities, functions, and equations.