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  • Q10601
    NDA Maths strategyConcept: Constrained selection: at-least, at-most, cases

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    [Q19 · Apr · 2025]
  • Q10602
    NDA Maths strategyConcept: Rational Terms & the General-Index Series

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    [Q20 · Apr · 2025]
  • Q10603
    Lever: Pascal / binomial-coefficient identitiesConcept: Conditions Linking Coefficients

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    [Q21 · Apr · 2025]
  • Q10604
    NDA Maths strategyConcept: The Conjugate Trick — Irrational Parts Cancel

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    [Q22 · Apr · 2025]
  • Q10605
    NDA Maths strategyConcept: Matrix multiplication and conformability

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    [Q23 · Apr · 2025]
  • Q10606
    NDA Maths strategyConcept: The special-matrix catalog

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    [Q24 · Apr · 2025]
  • Q10607
    NDA Maths strategyConcept: The special-matrix catalog

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    [Q25 · Apr · 2025]
  • Q10608
    NDA Maths strategyConcept: Rotation matrices

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    [Q26 · Apr · 2025]
  • Q10609
    NDA Maths strategyConcept: Matrix polynomials and equations

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    [Q27 · Apr · 2025]
  • Q10610
    NDA Maths strategyConcept: Constrained selection: at-least, at-most, cases

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    [Q28 · Apr · 2025]
  • Q10611
    NDA Maths strategyConcept: Constrained selection: at-least, at-most, cases

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    [Q29 · Apr · 2025]
  • Q10612
    NDA Maths strategyConcept: Orthogonal matrices

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    [Q30 · Apr · 2025]
  • Set · 3 questions
    Consider the following for the three (03) items that follow: Let p=sin⁡35°, q=sin⁡25°p = \sin 35°,\ q = \sin 25°p=sin35°, q=sin25° and r=sin⁡(−95°)r = \sin(-95°)r=sin(−95°).
    • Q10613
      NDA Maths strategyConcept: Sum-to-product formulas

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      [Q31 · Apr · 2025]
    • Q10614
      NDA Maths strategyConcept: Sum-to-product formulas

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      [Q32 · Apr · 2025]
    • Q10615
      NDA Maths strategyConcept: Sum-to-product formulas

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      [Q33 · Apr · 2025]
  • Set · 2 questions
    Let p=sin⁡α−sin⁡(α−90°)p = \sin\alpha - \sin(\alpha - 90°)p=sinα−sin(α−90°).
    • Q10616
      NDA Maths strategyConcept: Range of a·sin x + b·cos x

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      [Q34 · Apr · 2025]
    • Q10617
      NDA Maths strategyConcept: Range of a·sin x + b·cos x

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      [Q35 · Apr · 2025]
  • Set · 3 questions
    The sides of a triangle ABC are AB = 3 cm, BC = 5 cm and CA = 7 cm.
    • Q10618
      Lever: Sine rule + Cosine ruleConcept: The Cosine Rule

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      [Q36 · Apr · 2025]
    • Q10619
      Lever: Sine rule + Cosine ruleConcept: The Cosine Rule

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      [Q37 · Apr · 2025]
    • Q10620
      Lever: Sine rule + Cosine ruleConcept: The Cosine Rule

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      [Q38 · Apr · 2025]
  • Set · 2 questions
    The top (M) of a tower is observed from three points P, Q and R lying in a horizontal straight line which passes directly along the foot (N) of the tower. The angles of elevations of M from P, Q and R are 30°, 45° and 60° respectively. Let PQ = a and QR = b.
    • Q10621
      Lever: Sine rule + Cosine ruleConcept: Three Collinear Observation Points

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      [Q39 · Apr · 2025]
    • Q10622
      Lever: Sine rule + Cosine ruleConcept: Three Collinear Observation Points

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      [Q40 · Apr · 2025]
  • Set · 3 questions
    Let p=tan⁡2α−tan⁡αp = \tan 2\alpha - \tan\alphap=tan2α−tanα and q=cot⁡α−cot⁡2αq = \cot\alpha - \cot 2\alphaq=cotα−cot2α.
    • Q10623
      Lever: Double / half-angle formulasConcept: Double-angle formulas

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      [Q41 · Apr · 2025]
    • Q10624
      Lever: Double / half-angle formulasConcept: Double-angle formulas

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      [Q42 · Apr · 2025]
    • Q10625
      Lever: Double / half-angle formulasConcept: Double-angle formulas

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      [Q43 · Apr · 2025]
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