Ch-8 Motion: Difference Between Uniform and Non Uniform Motion
Ch-8 Motion: Difference Between Uniform and Non Uniform Motion
Ch-8 Motion: Difference Between Uniform and Non Uniform Motion
Ch-8
Explain first, second and third law of motion of newton.
First law of motion
A body at rest will remain at rest and a body in motion will remain in motion in a straight line with a
uniform motion, unless it is compelled by an external form to change its state of rest or of uniform
motion
Example- suppose a book is lying on the table, it is at rest, it cannot change its state of rest until
someone move with their hand or an external force is applied on the book. That is why when we lift
the book and its position is changed by an external force.
Derivation
change∈momentum
f∝
time taken
f∝ p 2− p 1
mv−mu
F∝
t
m( v−u)
F∝
t
F∝ ma
v-u/t
F = kma
k=1
F=ma
Example- When a bullet is fired from a gun then force sending the bullet forward is equal to the
force sending the bullet backword. But due to the high mass of the gun it moves only a little and
gives a backword jerk to the shoulder of the gunman.
Inertia
Inertia is that property of a body due to which it resists in its state of rest or of uniform motion.
Example. a stone has a greater inertia then a football, if a person kicks a stone then the stone will
not move due to its high inertia, but when we kick a football then it will move a long. From this we
can conclude that stone high inertia to resist a change in its state.
Momentum
It is a vector quantity
SI unit is kg.m/s
It formulae is p=mv
P= momentum
m= mass
v= velocity
conservation of momentum
when two(or more) body act upon each other then their momentum will remain constant provided
no external force are acting
Derivation
formulae:
W=Fs
W=work
F=force
s= displacement
Kinetic energy
Energy of a body due to its motion is known as kinetic energy.
Potential energy
Energy of a body due to its position or change in shape is known as potential energy.
Derivation
Potential energy of a body is due to its height above the surface of the earth is equal to the word
done on the body against gravitational force.
To found out potential energy of a body lying above the surface of earth at certain height, all that we
have to do is to find out the word in taking the body to that height.
Suppose a body of mass m raised to height h above the surface of the earth. The force acting on the
body is gravitational pull of the earth m x g which acts in the downward direction. To lift the body
above the surface of the earth we have to do work against the gravity.
W=mgh
P.E=mgh
1. A force must act on the body and it must cause the displacement
2. The object must be displaced.