The velocity of a particle varies directly as the product of its position and time squared. The particle has known positions s (0) = 3 and s (2) = 5. Answer the following.

I am not sure if the differential equation is ds/dt=k (s+t^2)

(where s=position and t=time)

Question

Jessie Walls

18 September, 15:24

+5

Answers (1)

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Brogan · Answer 1

Integrate ds wrt to t. Then you can use known conditions.

The velocity of a particle varies directly as the product of its position and time squared. The particle has known positions s (0) = 3 and s (2) = 5. Answer the following.I am not sure if the differential equation is ds/dt=k (s+t^2)(where s=position and t=time)