The position function of a particle is given by $s=t^{3}-10.5 t^{2}-2 t, \mathrm{t} \geq 0$ When does the particle reach a velocity of 1 m/s?

Name: The position function of a particle is given by $s=t^{3}-10.5 t^{2}-2 t, \mathrm{t} \geq 0$ When does the particle reach a velocity of 1 m/s?
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The Answer of The position function of a particle is given by $s=t^{3}-10.5 t^{2}-2 t, \mathrm{t} \geq 0$ When does the particle reach a velocity of 1 m/s?

The Position Function of a Particle Is Given By s=t3−10.5t2−2t,t≥0s=t^{3}-10.5 t^{2}-2 t, \mathrm{t} \geq 0s=t3−10.5t2−2t,t≥0

The Position Function of a Particle Is Given By $s=t^{3}-10.5 t^{2}-2 t, \mathrm{t} \geq 0$