State newtons 2nd law of motion hence derive the relation f vector=ma vector, where the symbols have their usual meaning
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It state that the time rate of change in linear momentum of a body is directly proportional to the external force is applied on it and change in momentum takes place in direction of external force F is directly proportional to change in momentum =dp÷dt or F = k dp÷dt And in SI k = 1 Then F = dp÷dt Now p =mv So F = mdv÷dt and dv÷dt = a Hence proved F = ma And any problem in this derivation contact me 9837304536 ok
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