A particle of mass m moves along the X-axis such that its displacement x is given in terms of time by the equation:
x=a1 + a2t – a31? + agt
where a1,a2,a2
and are positive constants. What is the force acting on the particle at any time t?
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Answer:
Answer :
F=m(12at2−6bt+2c)
Solution :
Here, x=at4−bt3+2ct2−3d(t)
velocity, υ=dxdt=4at3−3bt2+2ct−3d
Acceleration, a=dυdt=12at2−6bt+2c
Force F=ma=m(12at2−6bt+2c) .
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