Explanation
Explanation:
$$\bullet$$Impulse is change in momentum. So, it is a difference between the final momentum and initial momentum.
$$\bullet$$Momentum is vector quantity that has both magnitude and direction. So, the impulse will also have both magnitude and direction. So, impulse is vector quantity.
$$Answer:$$
Hence, option B is the correct answer.
It is given that,
$$ v=72Km/hr $$
$$ =\dfrac{5}{18}\times 72=20\,m/s $$
$$ radius\,\,r=80\,m $$
Bending of a cyclist in circular motion is given by the relation as
$$ \tan \theta =\dfrac{{{v}^{2}}}{rg} $$
$$ \tan \theta =\dfrac{20\times 20}{80\times 10} $$ $$ \theta ={{\tan }^{-}}(\dfrac{1}{2}) $$
The symbol and formula for momentum is
When we try to slide a body on a surface, the motion of the body is opposed by a force called the force of friction. The frictional force arises due to intermolecular interaction.
When an external force $$(F)$$ is applied to move the body and the body does not move, then the frictional force acts opposite to applied force $$F$$ and is equal to the applied force i.e., $$F-f=0$$ frictional force ,$$f$$ and applied force $$F$$ . When the body remains at rest, the frictional force is called the static friction. Static friction is a self-adjusting force.
Friction force, $${{f}_{r}}=\mu mg$$
Where,
$$\mu $$ = coefficient of friction.
Hence, friction force act opposite to the direction of motion.
Constant force, $$F=10\,N$$
Time period, $${{t}_{2}}=10\,s\,\,and\,{{t}_{1}}=1s$$
Impulse, $$I=\int{F.dt}=F\int{dt}$$ Area of F and t graph.
$$F$$=force
$$t$$=time
$$I=F({{t}_{2}}-{{t}_{1}})=10(10-1)=90\,Ns$$
Hence, impulse is $$90\,Ns$$
$$kg$$ $$m/s$$
$$Momentum = mass \times velocity.$$
Thus, its S.I. unit is $$kg$$ $$m/s$$.
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