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  • Set · 3 questions
    Consider the following for the next three (03) items that follow: Let I1=∫0πx1+cos⁡2x dxI_{1}=\int_{0}^{\pi}\dfrac{x}{1+\cos^{2}x}\,dxI1​=∫0π​1+cos2xx​dx and I2=∫0π11+sin⁡2x dxI_{2}=\int_{0}^{\pi}\dfrac{1}{1+\sin^{2}x}\,dxI2​=∫0π​1+sin2x1​dx.
    • Q3051
      NDA Maths strategy

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      [Q81 · Apr · 2023]
    • Q3052
      NDA Maths strategy

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      [Q82 · Apr · 2023]
    • Q3053
      NDA Maths strategy

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      [Q83 · Apr · 2023]
  • Set · 2 questions
    Consider the following for the next two (02) items that follow: Let I=∫ab∣x∣x dxI=\int_{a}^{b}\dfrac{|x|}{x}\,dxI=∫ab​x∣x∣​dx, a<ba<ba<b.
    • Q3054
      Lever: Modulus / absolute value behaviour

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      [Q84 · Apr · 2023]
    • Q3055
      Lever: Modulus / absolute value behaviour

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      [Q85 · Apr · 2023]
  • Set · 3 questions
    Consider the following for the next three (03) items that follow: Let f(x)=∣ln⁡x∣, x≠1f(x)=|\ln x|,\, x\neq1f(x)=∣lnx∣,x=1.
    • Q3056
      Lever: Modulus / absolute value behaviour

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      [Q86 · Apr · 2023]
    • Q3057
      Lever: Modulus / absolute value behaviour

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      [Q87 · Apr · 2023]
    • Q3058
      Lever: Modulus / absolute value behaviour

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      [Q88 · Apr · 2023]
  • Set · 2 questions
    Consider the following for the next two (02) items that follow: Let f(x)={x+6,x≤1px+q,1<x<25x,x≥2f(x)=\begin{cases}x+6, & x\leq1\\px+q, & 1<x<2\\5x, & x\geq2\end{cases}f(x)=⎩⎨⎧​x+6,px+q,5x,​x≤11<x<2x≥2​ and f(x)f(x)f(x) is continuous.
    • Q3059
      Lever: Modulus / absolute value behaviour

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      [Q89 · Apr · 2023]
    • Q3060
      Lever: Modulus / absolute value behaviour

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      [Q90 · Apr · 2023]
  • Q3061
    NDA Maths strategy

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    [Q91 · Apr · 2023]
  • Q3062
    NDA Maths strategy

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    [Q92 · Apr · 2023]
  • Q3063
    NDA Maths strategy

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    [Q93 · Apr · 2023]
  • Q3064
    NDA Maths strategy

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    [Q94 · Apr · 2023]
  • Q3065
    NDA Maths strategy

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    [Q95 · Apr · 2023]
  • Q3066
    NDA Maths strategyConcept: Evaluating and combining functions

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    [Q96 · Apr · 2023]
  • Q3067
    Lever: Modulus / absolute value behaviourConcept: The modulus function and distance

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    [Q97 · Apr · 2023]
  • Q3068
    NDA Maths strategyConcept: Evaluating and combining functions

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    [Q98 · Apr · 2023]
  • Q3069
    Lever: Modulus / absolute value behaviour

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    [Q99 · Apr · 2023]
  • Q3070
    NDA Maths strategy

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    [Q100 · Apr · 2023]
  • Q3071
    NDA Maths strategyConcept: Variance

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    [Q101 · Apr · 2023]
  • Q3072
    NDA Maths strategyConcept: Finding an unknown probability using independence

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    [Q102 · Apr · 2023]
  • Q3073
    NDA Maths strategyConcept: Probability with coins

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    [Q103 · Apr · 2023]
  • Q3074
    NDA Maths strategyConcept: Reading p and the Success Event from the Story

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    [Q104 · Apr · 2023]
  • Q3075
    NDA Maths strategyConcept: Variance Is Unchanged by Y = n − X

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    [Q105 · Apr · 2023]
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