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Vectors and Equilibrium MCQs for MDCAT Practice

Physics section, Vectors and Equilibrium chapter. Sample questions from past PMC papers.

Practice Vectors and Equilibrium questions from the Physics section of MDCAT. The full bank has 719 questions on this chapter, fully explained, with distractor analysis and spaced repetition flashcards. Free with signup.

  1. Question 1
    The expression (1/√2 i + 1/2j) is a
    • A.unit vector
    • B.null vector
    • C.vector of magnitude √2
    • D.scalar
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  2. Question 2
    If displacement of a body is d = 3i, its only significance is:
    Figure for this question
    • A.The displacement of 3 units is not along any axis
    • B.The displacement of 3 units along z-axis
    • C.The displacement of 3 units along y-axis
    • D.The displacement of 3 units along x-axis
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  3. Question 3
    The magnitude of vectors A, B, C are 3, 4 and 5 units respectively. If A+ B=C then the angle between A and B
    • A.π/2
    • B.cos−1 0.6
    • C.tan−1 7/5
    • D.π/4
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  4. Question 4
    The angle between two rectangular components of any vector
    • A.0°
    • B.30°
    • C.40°
    • D.90°
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  5. Question 5
    The point at which whole mass of the body is concentrated is called:
    • A.Centre of gravity
    • B.Centre of mass
    • C.Centre of action
    • D.Centre of body
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  6. Question 6
    Let we have three vectors A , B and C , then according to distributive law:
    Figure for this question
    • A.Option A: Vector addition distributes over scalar multiplication
    • B.Option B: Scalar addition distributes over vector multiplication
    • C.Option C: Vector multiplication distributes over scalar addition
    • D.Option D: Scalar multiplication distributes over vector addition
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  7. Question 7
    The minimum number of unequal forces whose vector sum can be zero is
    • A.One
    • B.Two
    • C.Three
    • D.Four
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  8. Question 8
    In a Cartesian plane, the x-axis is called
    • A.Z-axis.
    • B.Vertical axis.
    • C.Rotational axis.
    • D.Horizontal axis.
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Read the full Vectors and Equilibrium chapter notes: Vectors and Equilibrium notes