the displacement of a particlex varies with time as X = 4t^2 -15t +25 . find the position , velocity and acceleration of the particle at t= 0.
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Given :-
Position of Particle = x = 4t² -15t + 25
Differentiating x w.r.t t to get Velocity.
v = dx/dt
v = d(4t² - 15t + 25)/dt
v = 8t - 15
Again differentiating v w.r.t t to get acceleration of particle.
a = dv/dt
a = d(8t - 15)/dt
a = 8 ms-².
As acceleration is independent of time hence,
Acceleration of particle = a = 8 ms-².
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