Lesson 3.04a

3.04a Moments and statics Quiz: OCR Maths, Unit 19

20 questions

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Lesson 3.04a, Moments and statics: 20 multiple choice questions for the OCR Maths (H240), Unit 19: Moments, written with Revision Ninja.

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The 20 questions

  1. What distance is multiplied by force to calculate the moment about a point?

    • Vertical distance
    • Direct distance
    • Parallel distance
    • Perpendicular distance
  2. What are the SI units of a moment?

    • kg m s^-1
    • N
    • N m
    • N m^-1
  3. For a rigid body in static equilibrium, what must both resultant force and resultant moment be?

    • Constant
    • Positive
    • Zero
    • Equal
  4. At which point on a uniform rod does its weight act?

    • At either end
    • At its midpoint
    • At one-quarter length
    • At three-quarters length
  5. At which point does the weight of a uniform rectangular lamina act?

    • At the perimeter
    • At the corners
    • Centre of symmetry
    • Along one edge
  6. When is the moment of a force about a specified point equal to zero?

    • Force acts perpendicularly
    • Line passes through point
    • Velocity is constant
    • Distance is maximised
  7. Where does the weight of a non-uniform rod act?

    • At either end
    • Geometric centre
    • Centre of mass
    • Always the midpoint
  8. A force of 12 N acts at a perpendicular distance of 0.5 m from a point. What is its moment about that point?

    • 24 N m
    • 6 N m
    • 12.5 N m
    • 0.042 N m
  9. A force of 10 N acts at 60 degrees to a rod of length 2 m, applied at the far end of the rod. What is its moment about the other end of the rod, to 2 decimal places?

    • 10.00 N m
    • 8.66 N m
    • 20.00 N m
    • 17.32 N m
  10. A uniform horizontal rod AB of length 4 m and weight 60 N is supported by two vertical forces at its ends A and B only. What is the reaction at each end?

    • 60 N
    • 30 N
    • 120 N
    • 15 N
  11. A uniform beam of length 6 m and weight 40 N is held horizontal by a pivot at its left end and a vertical string at its right end. What is the tension in the string?

    • 20 N
    • 10 N
    • 60 N
    • 40 N
  12. A uniform rod of length 2 m and weight 20 N is pivoted at one end. What is the moment of its weight about the pivot?

    • 20 N m
    • 0 N m
    • 10 N m
    • 40 N m
  13. A horizontal rod has a 30 N force acting 2 m to the left of a pivot, and a force of 15 N acting to the right of the pivot. For the rod to be in equilibrium, at what distance to the right of the pivot must the 15 N force act?

    • 4 m
    • 8 m
    • 1 m
    • 2 m
  14. A uniform beam AB of length 4 m and weight 40 N is pivoted at A. A 10 N load acts downward at 1 m from A, and a vertical rope at B holds the beam horizontal. What is the tension in the rope?

    • 20 N
    • 25 N
    • 50 N
    • 22.5 N
  15. A uniform horizontal beam of length 6 m and weight 60 N rests on supports at its ends A and B. A load of 30 N is placed 2 m from A. What is the reaction at A?

    • 40 N
    • 50 N
    • 60 N
    • 30 N
  16. A weightless beam AB of length 5 m is pivoted at A. Downward loads of 10 N at 1 m and 20 N at 4 m from A act on it. What upward force at B keeps the beam horizontal?

    • 30 N
    • 18 N
    • 15 N
    • 9 N
  17. A uniform ladder of length 4 m and weight 80 N rests against a smooth vertical wall, making 60 degrees with horizontal ground. Taking moments about the foot of the ladder, what is the horizontal force from the wall, to 1 decimal place?

    • 46.2 N
    • 11.5 N
    • 23.1 N
    • 40.0 N
  18. A uniform rectangular lamina of weight 50 N has its centre 0.3 m horizontally from a pivot. What is the moment of its weight about the pivot?

    • 50 N m
    • 0.3 N m
    • 150 N m
    • 15 N m
  19. What property of a rod ensures its weight acts at its midpoint?

    • Uniformity
    • Smoothness
    • Lightness
    • Inextensibility
  20. What force balances the horizontal reaction from a smooth vertical wall on a resting ladder?

    • Normal contact force
    • Friction at ground
    • Weight of ladder
    • Upward wall reaction

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