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TGBIE · 2nd Year · MPC

Maths IIB — Exam Writing Tips

How to structure your answers in the TGBIE TS Intermediate 2nd Year Maths IIB paper — Circles, Conics, Integration, Differential Equations. 75 marks · 3 hours.

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Before You Start

  1. Read all SAQ and LAQ options in the first 5 minutes — don't commit to order yet
  2. Identify which integration and conics questions you can complete fully vs. partially
  3. Start with VSAQs (all compulsory) — they take 2 min each and are guaranteed marks
  4. Tackle the LAQ you are most confident in first for momentum

VSAQ Writing (2 marks each)

  1. For circle questions: write the general equation, identify g, f, c, then answer
  2. For integration VSAQs: write integral sign, solve, add + C — 2 to 3 lines max
  3. State only what is asked — no extra working for 2-mark questions
  4. Allocate ≤ 2 minutes per VSAQ
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SAQ Writing — Conics (4 marks each)

  1. Write the standard form of the conic first before substituting given values
  2. Clearly distinguish between a, b, c — label them explicitly
  3. For tangent/normal: derive the equation from the point-slope form
  4. Box the final equation as the answer
  5. Allocate 8–10 minutes per SAQ
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LAQ Writing — Integration (7 marks each)

  1. Identify the integration method (substitution, by parts, partial fractions, reduction) — state it at the start
  2. For integration by parts: write the ILATE selection explicitly
  3. For partial fractions: write the assumed form, then solve for constants — show all algebra
  4. For definite integrals using properties: state the property (e.g., ∫f(x)dx = ∫f(a+b-x)dx) before using it
  5. Write the final numerical answer clearly — examiner will verify it
  6. Allocate 15–18 minutes per LAQ
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Differential Equations Tips

  1. Classify the DE first: separable, linear, homogeneous — state classification in your answer
  2. For linear DE: write integrating factor formula explicitly before computing e^∫P dx
  3. After solving, verify by substituting back if time allows
  4. Write the general solution with constant C; add initial condition workings if asked