Test 1 – Functions and graphs; Sum, product and composition of functions; Transformations (including matrix notation); Inverse functions; Absolute value functions
Test 2 – Functions and graphs; Polynomial and rational functions; Families of curves; Systems of equations; Combinations of transformed functions; Gradient functions; Circular functions; Differentiation and its applications
Test 3 – Functions and graphs; Product of functions and modelling; Systems of equations (including matrix notation); Algebra of functions. Exponential, logarithmic and circular functions; Differentiation and its applications
Test 4 – Functions and graphs. Algebra of functions;Families of curves; Polynomial functions; Exponential, logarithmic and circular functions; Differentiation and its applications; Area under curves
Test 5 – Functions and graphs; Polynomial functions; Systems of equations. Algebra of functions. Exponential, logarithmic and circular functions. Differentiation of functions and applications; Integration and antidifferentiation. Discrete random variables and distributions; Markov chains and transition matrices
Test 6 – Functions and graphs; Tansformations; Polynomial functions; Systems of equations; Exponential, logarithmic and circular functions; Differentiation and its applications; Applications of Integration; Markov sequences (including matrices); Discrete random variables and Binomial distribution; Normal distribution
Test 7 – Polynomial functions; Absolute value function; Exponential, logarithmic and circular functions; Algebra of functions; Applications of differentiation. Integration and antidifferentiation; Markov sequences and discrete distributions; Continuous random variables and distributions including normal distribution
Test 8 – Bonus Detachable Examination – Functions and graphs; Transformations; Polynomial functions.; Algebra of functions; Exponential, logarithmic and circular functions; Differentiation of functions and applications; Integration and antidifferentiation; Discrete random variables.;Continuous random variables