Calculus I
AY2025/2026 Semester 1
This core mathematical course aims to provide an introduction to the fundamental mathematical concepts (functions, limits, continuity, derivatives and integrals). Computation of derivatives (sum, product, and quotient formulas, chain rule, and implicit differentiation), and application of derivatives to optimization problems and related rates of change problems will also be discussed. This course lays the foundation for more advanced studies in mathematics, physics, engineering, and other related subjects. List of key topics taught 1. Functions 2. Limit and limit laws 3. Continuity 4. Derivatives and derivative function 5. Differentiation formulas 6. Trigonometric derivatives and chain rules 7. Implicit differentiation 8. Linear approximation and extreme values 9. Mean value theorem 10. Limit and infinity 11. Curve sketching 12. Optimization and Newton?s method 13. Antiderivatives
| AUs | 4.0 AUs |
| Categories | CoreMinorsBDE |
| Not Available As BDE/UE To Programme | CEE 1, CHEM(2011-onwards), EEE, EEE 1, ENE 1, ENG, ENG(EEE), MAT, ME 1, PHY(2011-onwards) |
| Mutually Exclusive With | CY1601, MH110S, MH1800, MH1801, MH1802, MH1805, MH1810, MH1811 |
| Exam |
Available Indexes
| Mon | Tue | Wed | Thu | Fri | |||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 930 | 70181 TUT (T1) 0930-1020 Tue SPMS-TR+5, ONLINE Wk2-9,11-13, Teaching Wk10 | 70181 TUT (T1) 0930-1020 Tue SPMS-TR+5, ONLINE Wk2-9,11-13, Teaching Wk10 | 70182 TUT (T2) 0930-1020 Tue SPMS-TR+6, ONLINE Wk2-9,11-13, Teaching Wk10 | 70182 TUT (T2) 0930-1020 Tue SPMS-TR+6, ONLINE Wk2-9,11-13, Teaching Wk10 | COMMON LEC (LE) 0930-1020 Thu ONLINE, LT27 Wk10, Teaching Wk1-9,11-13 | COMMON LEC (LE) 0930-1020 Thu ONLINE, LT27 Wk10, Teaching Wk1-9,11-13 | COMMON LEC (LE) 0930-1120 Fri LT23, ONLINE Wk1-9,11-13, Teaching Wk10 | COMMON LEC (LE) 0930-1120 Fri LT23, ONLINE Wk1-9,11-13, Teaching Wk10 | |||||
| 1000 | |||||||||||||
| 1030 | 70183 TUT (T3) 1030-1120 Tue SPMS-TR+5, ONLINE Wk2-9,11-13, Teaching Wk10 | 70183 TUT (T3) 1030-1120 Tue SPMS-TR+5, ONLINE Wk2-9,11-13, Teaching Wk10 | 70184 TUT (T4) 1030-1120 Tue SPMS-TR+11, ONLINE Wk2-9,11-13, Teaching Wk10 | 70184 TUT (T4) 1030-1120 Tue SPMS-TR+11, ONLINE Wk2-9,11-13, Teaching Wk10 | |||||||||
| 1100 | |||||||||||||
| 1130 | 70187 TUT (T7) 1130-1220 Wed SPMS-TR+6, ONLINE Wk2-9,11-13, Teaching Wk10 | 70187 TUT (T7) 1130-1220 Wed SPMS-TR+6, ONLINE Wk2-9,11-13, Teaching Wk10 | 70188 TUT (T8) 1130-1220 Wed SPMS-TR+7, ONLINE Wk2-9,11-13, Teaching Wk10 | 70188 TUT (T8) 1130-1220 Wed SPMS-TR+7, ONLINE Wk2-9,11-13, Teaching Wk10 | |||||||||
| 1200 | |||||||||||||
| 1230 | 70185 TUT (T5) 1230-1320 Tue SPMS-TR+5, ONLINE Wk2-9,11-13, Teaching Wk10 | 70185 TUT (T5) 1230-1320 Tue SPMS-TR+5, ONLINE Wk2-9,11-13, Teaching Wk10 | 70186 TUT (T6) 1230-1320 Tue SPMS-TR+6, ONLINE Wk2-9,11-13, Teaching Wk10 | 70186 TUT (T6) 1230-1320 Tue SPMS-TR+6, ONLINE Wk2-9,11-13, Teaching Wk10 | |||||||||
| 1300 | |||||||||||||
| 1330 | 70189 TUT (T9) 1330-1420 Wed SPMS-TR+5, ONLINE Wk2-9,11-13, Teaching Wk10 | 70189 TUT (T9) 1330-1420 Wed SPMS-TR+5, ONLINE Wk2-9,11-13, Teaching Wk10 | 70190 TUT (T10) 1330-1420 Wed SPMS-TR+6, ONLINE Wk2-9,11-13, Teaching Wk10 | 70190 TUT (T10) 1330-1420 Wed SPMS-TR+6, ONLINE Wk2-9,11-13, Teaching Wk10 | |||||||||
| 1400 | |||||||||||||
| 1430 | |||||||||||||
| 1500 | |||||||||||||
| 1530 | |||||||||||||
| 1600 | |||||||||||||
| 1630 | 70191 TUT (T11) 1630-1720 Wed SPMS-TR+19, ONLINE Wk2-9,11-13, Teaching Wk10 | 70191 TUT (T11) 1630-1720 Wed SPMS-TR+19, ONLINE Wk2-9,11-13, Teaching Wk10 | 70192 TUT (T12) 1630-1720 Wed SPMS-TR+17, ONLINE Wk2-9,11-13, Teaching Wk10 | 70192 TUT (T12) 1630-1720 Wed SPMS-TR+17, ONLINE Wk2-9,11-13, Teaching Wk10 | |||||||||
| 1700 | |||||||||||||