ICSE-X-Physics

Previous Year Paper year:2018

with Solutions - page 5

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  • #5-a [3]
  • #5-a-i
    Derive a relationship between S.I. and C.C.S. unit of work.
    Ans : Relationship between SI and CGS units of work:
    Work is force(F)  times displacement(d). 
    $$W = F × d $$ 
    $$CGS units: [F]*[d] = [dyne][cm] = [erg] $$
    $$ 1 Newton = 10^5 dyne  , 1 m = 100 cm $$  
    $$ I joule = 1 newton × 1 m = 10^5 dyne × 100 cm = 10^7 erg $$  
  • #5-a-ii
    A force acts on a body and displaces it by a distance S in a direction at an
    angle . with the direction of force. What should be the value of . to get
    the maximum positive work?
    Ans : Work = force (F) × displacement in the direction of force 
    ``Work = F × S × \cos \theta  ``
    Here ``\theta`` is the angle between force F and displacement S. 
    Hence to get maximum work, ``\cos \theta = 1``
    Or  `` \theta = 0`` 
  • #5-b [3]

    A half metre rod is pivoted at the centre with two weights of ``\pu{20gf}`` and ``\pu{12gf}``
    suspended at a perpendicular distance of ``\pu{6 cm}`` and ``\pu{10 cm}`` from the pivot
    respectively as shown below.

    Ans :

  • #5-b-i
    Which of the two forces acting on the rigid rod causes clockwise
    moment?
    Ans : ``\pu{12 gf}`` acting on the rigid rod causes clockwise moment.
  • #5-b-ii
    Is the rod in equilibrium?
    Ans : Yes, the rod is in equilibrium because both clockwise and anti-clockwise
    moments are the same.
  • #5-b-iii
    The direction of ``\pu{20 kgf}`` force is reversed. What is the magnitude of the
    resultant moment of the forces on the rod?
    Ans : If ``\pu{20 gf}`` is reversed, both forces give clockwise moment.
    Total clockwise moment is $$\pu{ 2 × 120 × 9.8 × 10^{−3} Nm = 2.352 Nm}$$
  • #5-c [4]
  • #5-c-i
    Draw a diagram to show a block and tackle pulley system having a
    velocity ratio of 3 marking the direction of load(L), effort(E) and
    tension(T).
    Ans : Diagram of a block and tackle pulley system with a velocity ratio of 3
    marking the direction of load (L), effort (E) and tension (T).
  • #5-c-ii
    The pulley system drawn lifts a load of ``\pu{150 N}`` when an effort of ``\pu{60N}`` is
    applied. Find its mechanical advantage.
    Ans : Mechanical Advantage = Load/Effort = 150/60 = 2.5
  • #5-c-iii
    Is the above pulley system an ideal machine or not?
    Ans : Although theoretical efficiency is 100% for the block and tackle system of
    pulleys, mechanical advantage decreases due to friction in the bearings
    of the pulleys and the weight of the string and the lower block with
    pulleys. Efficiency decreases if mechanical advantage decreases.
  • #6
  • #6-a [3]

    A ray of light X Y passes through a right angled isosceles prism as shown
    below.

    Ans :

    A ray of light XY passes through a right angled isosceles prism as shown
    below.

  • #6-a-i
    What is the angle through which the incident ray deviates and emerges
    out of the prism?
    Ans : The angle of deviation is 90°.
  • #6-a-ii
    Name the instrument where this action of prism is put into use.
    Ans : This action of the prism is used in periscopes.