Chapter : Newton's Laws Of Motion & Friction
2. Second Law Of Motion
2. Second Law of Motion
According to this law, the rate of change of momentum (mass × velocity) of a body is proportional to the impressed force and it takes place in the direction of the force.
Mathematically
∝
⇒
= k
= 
(Defining force such a way that k = 1)
=
(m
) = m 
= m
In scalar form, F = ma
(i) Force is a vector quantity, whose unit is Newton or
(In Mks)
and Dyne or
(In C. G. S.)
(ii) The dimension of force is [MLT –2]
(iii) The second law of motion gives the magnitude and unit of force.
(iv) If m is not constant
=
(m
) = m
+ 

As in case of rocket propulsion, the mass of the fuel varies with respect to time.
According to this law, the rate of change of momentum (mass × velocity) of a body is proportional to the impressed force and it takes place in the direction of the force.
Mathematically


⇒



(Defining force such a way that k = 1)






In scalar form, F = ma
(i) Force is a vector quantity, whose unit is Newton or

and Dyne or

(ii) The dimension of force is [MLT –2]
(iii) The second law of motion gives the magnitude and unit of force.
(iv) If m is not constant






As in case of rocket propulsion, the mass of the fuel varies with respect to time.
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