Newtons second law of motion with its mathematical expression
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according to newton second law of motion force is directly proportional to rate of change of momentum with respect to time
F=k(p2-p1)÷t
p2 and p1 are the initial and final momentum of the particles and t is the time taken by the particle
F=k(mv2-mv1)÷t
here k is constant of propotinality and is equal to 1
v2 and v1 are respectively the final and initial velocities of the particle in motion
therefore F=m{(v2-v1)÷t}=ma
where a is the acceleration of the particle in motion
F=ma is the conclusion
F=k(p2-p1)÷t
p2 and p1 are the initial and final momentum of the particles and t is the time taken by the particle
F=k(mv2-mv1)÷t
here k is constant of propotinality and is equal to 1
v2 and v1 are respectively the final and initial velocities of the particle in motion
therefore F=m{(v2-v1)÷t}=ma
where a is the acceleration of the particle in motion
F=ma is the conclusion
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