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## Homework Statement

Find the initial velocity v0x such that the particle will have the same

*x*-coordinate at time t= 4.07 s as it had at t=0.

The acceleration of a particle is given by ax(t)=−2.00 m/s2 +( 3.09 m/s3 )t.

## Homework Equations

v = v0 + a t

Δx = ((v+v0)/2)t

Δx

**=**v0t + 1/2at^2

v^2 = v0^2 +2a

**Δx**

a = constant acceleration, t = time, Δx = change in x, v0x = initial velocity

## The Attempt at a Solution

I figure this question is about being able to use the kinematic equations; putting known values in and solving for unknown values with the specific choice of the equation which is most relevant with given data, however the kinematic equations I have don't specify what the acceleration equation means in the question. Maybe it does, but I can't figure out what is what and where. I also googled profusely and couldn't find an equation for ax(t) where the variables are present so that I could find how the kinematic equations and the ax(t) equation are related.

So really I just need to know how the two are related so that I can make sense of what given data I already have. Thanks.