How do you solve for time if a, v, and s are given

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In summary, the problem involves finding the time it takes for a load to reach the end of a given distance, with velocity and acceleration also provided. The attempted solution involves using the formula s=vi(t)+0.5(a)(t)^2 to calculate distance, but the issue is finding the missing variable of time. The problem does not specify if the acceleration is constant, so the relevant equation may not be applicable.
  • #1
Newonsite
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Homework Statement


I need to find the time it takes a load to reach the end of a distance. Velocity and acceleration are also given.

Homework Equations


I was thinking of using t=vf-vi/(a) but this does not incorporate distance which I already have.
I would use the above formula to calculate distance (s=vi(t)+0.5(a)(t)^2) but I would need time to solve it and that is what I am solving for.

The Attempt at a Solution


No real attempt as I am not sure if I am using the correct formula.[/B]
 
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  • #2
Newonsite said:
I would use the above formula to calculate distance (s=vi(t)+0.5(a)(t)^2) but I would need time to solve it and that is what I am solving for.
Why can't you solve this equation for t?
 
  • #3
Newonsite said:
I would use the above formula to calculate distance (s=vi(t)+0.5(a)(t)^2) but I would need time to solve it and that is what I am solving for.
Are you familiar with the quadratic formula from 1st year Algebra?
 
  • #4
Does the statement of the problem say or imply that the acceleration is constant? If it isn't, you cannot use the relevant equation that you quoted.
 
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