A particle of charge Q and mass m travels
through a potential difference V from rest. The
final momentum of the particle is:
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Step-by-step explanation:
given that
charge =Q
mass=m
potential difference=V
the kinetic energy of Q =1/2mv^2-------------------------(i)
also we know that
work = energy
then, potential=work/charge
or work=potential×charge
so W=V×Q
or U=V×Q----------(ii)
then equation (I) &(ii) will be equal
1/2mv^2=QV
mv^2=2QV
multiplying both side by 'm'
(mv)^2=2mQV
mv=√2mQV
hence momentum will be √2mQV
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