Exam Leaks 2025-2026 — Quick Reference

FAD1022 — Basic Physics II

Section A — Structured (15 × 3 = 45 marks)

# Topic What to Expect
A Kirchhoff's law conditions 2 conditions — KCL (junction) + KVL (loop)
A RC transients Capacitor charging/discharging, $\tau = RC$
A Op-amp formula Inverting/non-inverting $V_{out}$ formula
A Ampere's Law $B$ inside/outside wire ($r < R$, $r > R$)

Section A technique: 1 formula → 1 substitution → 1 answer with unit.

Section B — Pick 3 of 4 (12 marks each)

Q Topic Priority Why
B1 Electrostatics — E-field vector + projectile ✅ Everyone Marked "sng" (easy)
B2 Capacitor + Dielectric + Voltage Divider ✅ Everyone Marked "sng" — Sir Hafizul's top pick
B3 AC — Phasor diagram, PRC/PLC/PCC, power ✅ If comfortable Marked "sng" — but needs phasor drawing
B4 AC — RLC + resonance + claims ❌ Skip Hard — only if AC is your strength

Section C — Pick 4 of 6 (12 marks each)

Q Topic Priority Why
C3 Self inductance + transformer ✅ Everyone Marked "sng" — straightforward formulas
C4 Semiconductor + biasing + clippers ✅ Everyone Most detailed leak available
C5 Atomic — Bohr radius derivation ✅ Everyone Standard derivation, must show full algebra
C1 Magnetism — Gauss/Ampere derivation ✅ Everyone Past year pattern
C2 EM — AC motor torque ✅ If comfortable Torque on current loop
C6 Photoelectric effect ⚠️ Predictable Heisenberg + photon momentum + de Broglie

Miss Izzati's Additional Leak (2026-05-10)

New detail from miss Izzati complementing the earlier Hafizul/Kirchhoff leak:

Topic Specifics Priority
Transistor circuit analysis Operating transistor or op-amp analysis; all BJT configurations (fixed, emitter-stabilized, voltage divider) HIGH
Explanation/justification Dr Zainal's questions need word-for-word lecture notes answers, with a "storyline" for Q-point HIGH
Magnetism ratios Ratio-type magnetism questions — practise with tutorials HIGH
Capacitor Focus on charging & discharging (high critical thinking) HIGH
Comparison tables Answer format: tabular comparison where applicable Medium
Section B specific Differentiate fixed bias, 6-mark derivation, Kirchhoff's law HIGH

FAD1015 — Mathematics III

FAD1015 — Mathematics III

Part A (≈24 marks)

Q Topic What to Expect
Q1 Binomial distribution Definition, characteristics, determine type, identify parameter vs statistics
Q2 Uniform distribution + Poisson Uniform dist, binomial→Poisson conversion, Tuto 13 Q1 style

Part B (≈56 marks)

Q Topic What to Expect
Q3 CDF + Poisson calculations Cumulative distribution function, Poisson computations
Q4 Continuous/discrete + probability Smallest/biggest $n$, $P(a < X < b)$, mean, SD
Q5 Hypothesis testing Critical value, p-value, compare with $\alpha$, conclusion, confidence interval
⚠️ By-hand only No R hypothesis testing (t.test()) — confirmed NOT tested
Q6 Matrices in R ⭐ HIGHEST Matrix calc (Tuto 14), given R code find output, write R code

General Tips

  • Normal distribution: Lots of irrelevant numbers in long sentences — don't be tricked
  • Statistical analysis: Students struggle most here — review tutorial questions
  • Matrices: Easy. Most questions in R — cbind/rbind, create matrix, row matrix
  • CRV (Tuto 5/6) is high priority

FAD1014 — Mathematics II

[!warning] Scope Updated 2026-05-07 The following is based on FAD1014 — Final Exam Scope 2025-2026 (sourced from FAD1014 Exam Scope 2025-2026 — Lecturer Slides, En Jedzry). The lecturer confirmed the exam is easier than past year papers. This overrides earlier leak-only info.

Exam Structure: 2 Hours

Part Marks Questions
Part A 24 Q1, Q2 — Answer ALL
Part B 56 Q3, Q4, Q5, Q6 — Choose 4 of 6

Part A — Compulsory (24 marks)

Answer ALL questions in Part A. These topics are confirmed:

  1. Integration:

    • Integration as antiderivative
    • Indefinite integral and standard integration (also in Part B)
    • Integration by substitution method
    • Definite Integrals

  2. Applications:

    • Area under the Curve

  3. Differential Equations:

    • Introduction to first order DE
    • Separable DE (also in Part B)

  4. Sequence & Series:

    • Introduction to series (converge/diverge) — also in Part B
    • Summation of Finite Series (Method of Differences) — also in Part B
    • Binomial expansion I ($(a+b)^n$, positive integer $n$)

  5. Geometry:

    • Parabola (also in Part B)
    • Ellipse (also in Part B)
    • Hyperbola (also in Part B)

Part B — Choose 4 of 6 (56 marks)

These topics are confirmed for Part B:

  1. Integration:

    • Indefinite integral and standard integration
    • Integration by Parts
    • Integration by trigonometric substitution

  2. Differential Equations:

    • Separable DE
    • Homogeneous DE

  3. Sequence & Series:

    • Introduction to series (converge/diverge)
    • Summation of Finite Series (Method of Differences)
    • Maclaurin series

  4. Geometry:

    • Parabola
    • Ellipse
    • Hyperbola
    • Parametric Equations

Scope Summary: What's Tested vs What's Not

Tested (Study These)

Area Topics Part(s)
Integration Antiderivative, substitution, definite integrals, area under curve A
Indefinite/standard integration A + B
Integration by parts, trigonometric substitution B
DE Intro to first order DE A
Separable A + B
Homogeneous B
Series Binomial I ($n$ positive) A
Intro to series, method of differences A + B
Maclaurin series B
Geometry Parabola, Ellipse, Hyperbola A + B
Parametric equations B

NOT Tested (Skip These)

Topic Reason
Integration of powers of trig functions Excluded
Integration by partial fraction Excluded
Area between curves Excluded
Volume of solids of revolution (any axis) Excluded
Binomial expansion II: $(1+x)^n$, non-positive $n$ Excluded
Taylor series Excluded
Linear DE (integrating factor method) Excluded — was incorrectly listed in earlier leaks
Circle geometry Excluded

FAD1018 — Basic Chemistry II

Leak Topic What to Expect
Brady's reagent for ammonia derivatives Only Brady's reagent (2,4-DNPH) for identifying carbonyl compounds — specifically ammonia derivatives

FAC1003 — Programming II

Leak Topic What to Expect
Pointers & References * dereference, & address-of, & reference params. Swap function with references
Functions (void vs non-void) Prototypes, definitions, calls. Non-void MUST have return
Recursion vs Iteration Factorial AND Fibonacci — both recursion AND iteration in same question
Scope of Variables Local (block), Global (program), Static (retains across calls)
Dynamic Memory Allocation new/delete for runtime arrays
Passing/Returning Arrays ⚠️ Unconfirmed — verify with lecturer

Exam Specifics

Detail Info
Part A Conceptual (T/F, fill blanks, identify errors) — 24 marks (2 Qs × 12 marks)
Part B Write full C++ code — 56 marks (4 Qs × 14 marks)
Total 80 marks
Source FAC1003 Exam Leaks 2025-2026 — Adian Sani (adiancraft), revision session slides

NOT Coming Out

  • Searching and sorting algorithms
  • Arrays (extensively)
  • Strings (extensively)

Caveat

No FAC1003 lecture source pages exist in the wiki to cross-verify. The leak covers L19-L32 but these haven't been ingested. Tutorial 14 (OOP) covers OOP concepts which are NOT mentioned in the leak — the leak's priority topics are procedural C++ (pointers, functions, recursion).

Lecture Mapping — What to Study

FAD1022

Leak Topic Read These Lectures
Kirchhoff conditions FAD1022 L11 — Kirchhoff's Rules (Theory), FAD1022 L12 — Kirchhoff's Rules (Applications)
RC transients FAD1022 L7-L9 — Capacitors
Op-amp formula FAD1022 L34-L38 — Semiconductors & Op-Amps
Ampere's Law / Magnetism FAD1022 L22-L26 — Magnetism
B1: Electrostatics vector + projectile FAD1022 L1-L3 — Electrostatics, FAD1022 L4 — Electric Flux and Gauss Law
B2: Capacitor + dielectric + voltage divider FAD1022 L7-L9 — Capacitors, FAD1022 L13 — Wheatstone Bridge and Voltage Divider
B3: AC phasor + PRC/PLC/PCC FAD1022 L14-L16 — AC Analysis, FAD1022 L17-L21 — AC Series Circuits
C3: Inductance + transformer FAD1022 L31-L33 — Inductance & Transformers
C4: Semiconductor + biasing + clippers FAD1022 L34-L38 — Semiconductors & Op-Amps
C5: Bohr radius derivation FAD1022 L39-L42 — Atomic & Nuclear Physics
C6: Photoelectric + Heisenberg FAD1022 L44 — Photons and Photoelectric Effect, FAD1022 L45 — Introduction to Quantum Mechanics

FAD1015

Leak Topic Read These Lectures
Binomial distribution FAD1015 L13 — Binomial Distribution
Poisson distribution FAD1015 L14 — Poisson Distribution
Uniform distribution FAD1015 L17-L18 — Uniform & Exponential Distributions + R Intro
Normal distribution FAD1015 L15-L16 — Normal Distribution & Approximation
Hypothesis testing FAD1015 L23-L24 — Hypothesis Testing About the Mean, FAD1015 L25-L26 — Hypothesis Testing in R
Matrices in R FAD1015 L27-L28 — Matrices (Types & Operations), FAD1015 L29-L30 — Matrices (Inverse & Systems of Equations)
CRV (Continuous RV) FAD1015 Week 4 — Discrete Random Variables (PDF & CDF), FAD1015 Week 6 — Continuous Random Variables

FAD1014

Leak Topic Read These Lectures
Integration by substitution FAD1014 L3-L4 — Integration by Substitution
Integration by parts FAD1014 L5-L6 — Integration by Parts
Trigonometric substitution FAD1014 L9-L10 — Trigonometric Substitution
Definite integrals, area under curve FAD1014 L11-L12 — Area Under Curves
Separable DE FAD1014 L15-L16 — Differential Equations (Separable)
Homogeneous DE FAD1014 L15-L16 — Differential Equations (Separable) then Homogeneous methods
Method of differences FAD1014 L22 — Finite Series and Summation
Binomial expansion I FAD1014 L23-L24 — Binomial Expansion
Maclaurin series FAD1014 L25-L26 — Power Series, Taylor & Maclaurin
Parabola FAD1014 L27-L28 — Geometry I (Circle & Parabola)
Ellipse FAD1014 L29-L30 — Geometry (Ellipse)
Hyperbola FAD1014 L31-L32 — Hyperbola (note: filename says L31-L32 but slide covers Hyperbola specifically)
Parametric equations FAD1014 L32 — Parametric Equations

FAD1018

Leak Topic Read These Lectures
Brady's reagent (2,4-DNPH) for ammonia derivatives FAD1018 W11 — Carboxylic Acids & Derivatives

FAC1003

Leak Topic Read These Lectures
Pointers & References L19-L32 range — lecture sources not yet ingested
Functions & Prototypes L19-L32 range — lecture sources not yet ingested
Recursion & Iteration L19-L32 range — lecture sources not yet ingested
Scope of Variables L19-L32 range — lecture sources not yet ingested
Dynamic Memory Allocation L19-L32 range — lecture sources not yet ingested

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