Mathematics, 28.11.2019 00:31 bermudezs732
The motion of a set of particles moving along the x-axis is governed by the differential equation dx/dt=t^3-x^3 where x(t) denotes the position at time t of the particle. a. if a particle is located at x=1 when t=2, what is its velocity at this time? b. show that the acceleration of a particle is given by d^2x/dt^2=3t^2-3t^3x^2+3x^5 c. if a particle is located at x=2 when t=2.5, can it reach the location x=1 at any later time? (hint: t^3-x^3=(t-x)(t^2+xt+x^2)
Answers: 1
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