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- "**Calculus**: The section includes techniques for integration, solving differential equations, and practical applications. Expect to use these in contexts like growth models or physics problems. The questions can be tough, so a solid grasp of the material is essential."
- "**Statistics**: Involves testing hypotheses, understanding probability distributions, and finding correlations. You’ll use normal curves and p-values to interpret data. It’s complex, and precision is key."
- "**Complex Numbers**: These are numbers with imaginary parts, like *i* where *i² = -1*. You gotta handle operations, polar form, and Argand diagrams. It feels like math from another dimension lah, and many students struggle to visualize it."
- "**Vectors**: Represented as directed arrows, vectors are crucial in physics and engineering. You’ll compute dot and cross products and solve vector equations. Tasks like finding angles or parallelism can be deceptively complex."
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