Chemical Engineering > GATE 2023 > Differential Equations
The position x(t) of a particle, at constant ω, is described by the equation:
d2x/dt2 = −ω2x.
The initial conditions are x(t = 0) = 1 and (dx/dt)|t=0 = 0.
The position of the particle at t = (3π/ω) is __________ (in integer).
d2x/dt2 = −ω2x.
The initial conditions are x(t = 0) = 1 and (dx/dt)|t=0 = 0.
The position of the particle at t = (3π/ω) is __________ (in integer).
Correct : -1
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