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  • Q11851
    NDA Maths strategyConcept: Focal Distance & Focal Chords

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    [Q64 · Apr · 2024]
  • Q11852
    NDA Maths strategyConcept: Standard Form, Foci & Eccentricity

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    [Q65 · Apr · 2024]
  • Q11853
    NDA Maths strategyConcept: Vector triple product (BAC-CAB rule)

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    [Q66 · Apr · 2024]
  • Q11854
    NDA Maths strategyConcept: Unit vectors and direction-given construction

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    [Q67 · Apr · 2024]
  • Q11855
    NDA Maths strategyConcept: Moment of a force (torque)

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    [Q68 · Apr · 2024]
  • Q11856
    NDA Maths strategyConcept: Vector triple product (BAC-CAB rule)

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    [Q69 · Apr · 2024]
  • Q11857
    NDA Maths strategyConcept: Angle between two vectors via the dot-product formula

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    [Q70 · Apr · 2024]
  • Q11858
    NDA Maths strategyConcept: Initial-value problems and growth/decay

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    [Q71 · Apr · 2024]
  • Q11859
    NDA Maths strategyConcept: Eliminating arbitrary constants

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    [Q72 · Apr · 2024]
  • Q11860
    NDA Maths strategyConcept: When do two linear functions commute?

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    [Q73 · Apr · 2024]
  • Q11861
    NDA Maths strategyConcept: Odd/even symmetry over a symmetric interval

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    [Q74 · Apr · 2024]
  • Q11862
    NDA Maths strategyConcept: Order and degree of a differential equation

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    [Q75 · Apr · 2024]
  • Q11863
    NDA Maths strategyConcept: Separation of variables

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    [Q76 · Apr · 2024]
  • Q11864
    Lever: Modulus / absolute value behaviourConcept: Integrating absolute-value and piecewise functions

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    [Q77 · Apr · 2024]
  • Q11865
    NDA Maths strategyConcept: King's property — the reflection trick

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    [Q78 · Apr · 2024]
  • Q11866
    NDA Maths strategyConcept: Conditions for no extremum / counting extrema

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    [Q79 · Apr · 2024]
  • Q11867
    Lever: Modulus / absolute value behaviourConcept: Finding the domain (roots, denominators, logs)

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    [Q80 · Apr · 2024]
  • Set · 2 questions
    Given that ∫3cos⁡x+4sin⁡x2cos⁡x+5sin⁡x dx=αx29+β29ln⁡∣2cos⁡x+5sin⁡x∣+c\displaystyle\int\dfrac{3\cos x+4\sin x}{2\cos x+5\sin x}\,dx=\dfrac{\alpha x}{29}+\dfrac{\beta}{29}\ln|2\cos x+5\sin x|+c∫2cosx+5sinx3cosx+4sinx​dx=29αx​+29β​ln∣2cosx+5sinx∣+c.
    • Q11868
      NDA Maths strategyConcept: Express the Numerator via the Denominator and Its Derivative

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      [Q81 · Apr · 2024]
    • Q11869
      NDA Maths strategyConcept: Express the Numerator via the Denominator and Its Derivative

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      [Q82 · Apr · 2024]
  • Q11870
    NDA Maths strategyConcept: Critical points and the derivative tests

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    [Q83 · Apr · 2024]
  • Q11871
    NDA Maths strategyConcept: Critical points and the derivative tests

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    [Q84 · Apr · 2024]
  • Set · 2 questions
    Let f(x)f(x)f(x) and g(x)g(x)g(x) be two functions such that g(x)=x−1xg(x)=x-\dfrac{1}{x}g(x)=x−x1​ and f ⁣∘ ⁣g(x)=x3−1x3f\!\circ\! g(x)=x^3-\dfrac{1}{x^3}f∘g(x)=x3−x31​.
    • Q11872
      NDA Maths strategyConcept: Composition of functions

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      [Q85 · Apr · 2024]
    • Q11873
      NDA Maths strategyConcept: Higher-order derivatives

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      [Q86 · Apr · 2024]
  • Q11874
    Lever: Differentiability at a pointConcept: Continuity vs differentiability

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    [Q87 · Apr · 2024]
  • Q11875
    Lever: Modulus / absolute value behaviourConcept: Limits of the greatest-integer function

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    [Q88 · Apr · 2024]
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