M1 (Calculus & Statistics)
Foundation Knowledge Area
1. Binomial expansion 2. Exponential and logarithmic functions Calculus Area Differentiation and Its Applications 3. Derivative of a function 4. Differentiation of a function 5. Second derivative 6. Applications of differentiation Integration and Its Applications 7. Indefinite integrals and their applications 8. Definite integrals and their applications 9. Approximation of definite integrals using the trapezoidal rule |
Statistics Area
Further Probability 10. Conditional probability and independence 11. Bayes’ theorem Binomial, Geometric and Poisson Distributions and Their Applications 12. Discrete random variables 13. Probability distribution, expectation and variance 14. Binomial distribution 15. Geometric distribution 16. Poisson distribution 17. Applications of binomial, geometric and Poisson distributions Normal Distribution and Its Applications 18. Basic definition and properties 19. Standardisation of a normal variable and use of the standard normal table 20. Applications of the normal distribution Point and Interval Estimation 21. Sampling distribution and point estimates 22. Confidence interval for a population mean 23. Confidence interval for a population proportion |
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M2 (Algebra & Calculus)
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hkdse_m2_trigonometric_functions.pdf | |
File Size: | 601 kb |
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