"Master the prerequisite content from CSEC Additional Mathematics."
"Map the relationships between quantities and analyze domains, ranges, and inverses."
"Master the manipulation of polynomials using the Factor and Remainder Theorems."
"Model growth and decay relationships through the power of exponents and logs."
"Analyze magnitude, solve inequalities, and transform graphs using the power of the modulus function."
"Explore the fundamental axioms and binary operations that define the real numbers."
"Construct airtight arguments and analyze truth using propositions and logical connectives."
"Navigate magnitude and direction in 3D space to solve geometric problems."
"Bridge algebra and geometry to analyze lines, circles, and intersections in the Cartesian plane."
"Unlock the properties of triangles and model periodic phenomena with trigonometric identities."
"Define the behavior of functions as they approach infinity or specific points."
"Measure instantaneous rates of change and analyze the gradients of curves."
"Reverse the process of differentiation to calculate areas and accumulate quantities."
