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Machines and Graphics MCQs | Machines and Graphics Multiple Choice Questions and Answers

(1) A cylinder will slip on an inclined plane of inclination 0 if the coefficient of static friction between plane and cylinder is
[A] less than (1/3) tan 0
[B] less than (2/3) tan 0
[C] less than (1/3) sin 6
[D] less than (2/3) sin 6
Answer: less than (1/3) tan 0
(2) A solid cylinder of mass M and radius R rolls down an inclined plane without slipping. The acceleration of center of mass of rolling cylinder is
[A] (1/3) g sinB
[B] (2/3) g cos 9
[C] (2/3) g sin 0
[D] g sin 9
Answer: (2/3) g sin 0

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(3) The total kinetic energy of a hoop of mass 2 kg and radius 4 m sliding with linear velocity 8 m/sec and angular velocity 5 radian/sec is
[A] 64 J
[B] 400 J
[C] 464 J
[D] 89 J
Answer: 464 J
(4) A uniform pyramid and a uniform prism of same height lie with their base on the surface. Which is more stable ?
[A] pyramid
[B] prism
[C] both equally stable
[D] None of these
Answer: pyramid
(5) The following is in unstable equilibrium
[A] a uniform solid cone resting on a generator on a smooth horizontal plane
[B] a uniform solid cone resting on its base on a horizontal plane
[C] a solid cube resting on one edge
[D] a satellite encircling the earth
Answer: a solid cube resting on one edge
(6) The resultant of two forces P and Q is R. If Q is doubled, the new resultant is perpendicular to P. Then,
[A] P = R
[B] Q = R
[C] P = Q
[D] None of the above is correct
Answer: Q = R
(7) The angles between two forces to make their resultant a minimum and a maximum respectively are
[A] 0° and 90°
[B] 180° and 90°
[C] 90° and 180°
[D] 180° and 0°
Answer: 180° and 0°
(8) A force P of 50 N and another force Q of unknown magnitude act at 90° to each other. They are balanced by a force of 130 N. The magnitude of Q is
[A] 60 N
[B] 80 N
[C] 100 N
[D] 120 N
Answer: 120 N
(9) A rod AB carries three loads of 30 N, 70 N and 100 N at distances of 20 mm, 90 mm and 150 mm respectively from A. Neglecting the weight of the rod, the point at which the rod will balance is
[A] 109.5 mm from A
[B] 119.5 mm from A
[C] 125.5 mm from A
[D] 132.5 mm from A
Answer: 109.5 mm from A
(10) If the resultant of two forces has the same magnitude as either of the force, then the angle between the two forces is
[A] 30°
[B] 45°
[C] 60°
[D] 120°
Answer: 120°
(11) When two forces, each equal to P, act at 90° to each other, then the resultant will be
[A] P
[B] PV2
[C] P/V2
[D] 2P
Answer: PV2
(12) A block in the shape of a parallelopiped of sides lm x 2m x 3m lies on the surface. Which of the faces gives maximum stable block ?
[A] 1 m x 2 m
[B] 2 m x 3 m
[C] 1 m x 3m
[D] equally stable on all faces
Answer: 2 m x 3 m
(13) Minimum potential energy of a system will be in the position of
[A] stable equilibrium
[B] unstable equilibrium
[C] neutral equilibrium
[D] all of the above
Answer: stable equilibrium
(14) A symmetrical body is rotating about its axis of symmetry, its moment of inertia about the axis of rotation being 2 kg -m2 and its rate of rotation 2 revolutions/see. The angular momentum of the body in kg-m2/sec is
[A] 4
[B] 6 7i
[C] 8TC
[D] 8
Answer: 8TC
(15) The ratio of the speed of a rolling cylinder to the speed of sliding cylinder is
[A] less than 1
[B] equal to 1
[C] between 1 and 2
[D] greater than 2
Answer: less than 1
(16) A hoop of radius 3 m weighs 100 kg. It rolls along a horizontal floor so that at its centre of mass has a speed of 200 mm/sec, . The work required to stop the hoop is
[A] 2 J
[B] 4 J
[C] 6 J
[D] 8 J
Answer: 4 J
(17) A solid sphere of mass M and radius R rolls down a plane inclined at 0 with the horizontal. The acceleration of sphere is
[A] (1/3) g sin0
[B] (2/5) g sin 0
[C] (3/7) g sin 0
[D] (5/7) g sin0
Answer: (5/7) g sin0
(18) Rate of change of angular momentum is equal to
[A] force
[B] torque
[C] linear momentum
[D] impulse
Answer: torque
(19) If the angular distance, 0 = 2t3 - 3t2, the angular acceleration at t = 1 sec. is
[A] 1 rad/sec2
[B] 4 rad/sec2
[C] 6 rad/sec2
[D] 12 rad/sec2
Answer: 6 rad/sec2
(20) A particle moves in a straight line and its position is defined by the equation x = 6 t2 - t3 where t is expressed in seconds and x in meters. The maximum velocity during the motion is
[A] 6 m/sec
[B] 12 m/sec
[C] 24 m/sec
[D] 48 m/sec
Answer: 12 m/sec

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