When a particle moves along a coordinate line, its position with respect to the origin is given by s(t) where t denotes time. Recall that the relation a(t)= dv/dt = d2s/dt2 defines the velocity v(t) and the acceleration a(t) of the object at time t. Suppose we only know a(t). Present a plan to get an equation for s(t) and identify all the initial conditions needed. You may include a simple example in your plan.
When a particle moves along a coordinate line, its position with respect to the origin is given by s(t) where t denotes time. Recall that the relation a(t)= dv/dt = d2s/dt2 defines the velocity v(t) and the acceleration a(t) of the object at time t. Suppose we only know a(t). Present a plan to get an equation for s(t) and identify all the initial conditions needed. You may include a simple example in your plan.
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When a particle moves along a coordinate line, its position with respect to the origin is given by s(t) where t denotes time. Recall that the relation a(t)= dv/dt = d2s/dt2
defines the velocity v(t) and the acceleration a(t) of the object at time t. Suppose we only know a(t). Present a plan to get an equation for s(t) and identify all the initial conditions needed. You may include a simple example in your plan.
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