☆Hey mates ☆
A wheel of diameter 2 m is
shown in Fig. 1.28 with axle
at O. A force F = 2 N is
applied at B in the direction
shown in figure. Calculate
the moment of force about
(i) the centre O, and (ii) the
point A.
Also tell if the rotation is clockwise or anticlockwise and why ?
Answers
Answer:
ANSWER
ANSWERForce F=2 N
ANSWERForce F=2 N(1) :
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r=
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter =
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter = 2
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter = 22
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter = 22
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter = 22 =1 m
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter = 22 =1 mMoment of force about centre O, τ
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter = 22 =1 mMoment of force about centre O, τ O
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter = 22 =1 mMoment of force about centre O, τ O
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter = 22 =1 mMoment of force about centre O, τ O =rF=1×2=2 N m
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter = 22 =1 mMoment of force about centre O, τ O =rF=1×2=2 N m(2) :
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter = 22 =1 mMoment of force about centre O, τ O =rF=1×2=2 N m(2) :Perpendicular distance between point A and B, r=diameter=2 m
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter = 22 =1 mMoment of force about centre O, τ O =rF=1×2=2 N m(2) :Perpendicular distance between point A and B, r=diameter=2 mMoment of force about centre A, τ
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter = 22 =1 mMoment of force about centre O, τ O =rF=1×2=2 N m(2) :Perpendicular distance between point A and B, r=diameter=2 mMoment of force about centre A, τ A
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter = 22 =1 mMoment of force about centre O, τ O =rF=1×2=2 N m(2) :Perpendicular distance between point A and B, r=diameter=2 mMoment of force about centre A, τ A
ANSWERForce F=2 N(1) :Perpendicular distance between point O and B, r= 2diameter = 22 =1 mMoment of force about centre O, τ O =rF=1×2=2 N m(2) :Perpendicular distance between point A and B, r=diameter=2 mMoment of force about centre A, τ A =rF=2×2=4 N m