The discussion revolves around calculating average acceleration using average velocity, specifically in the context of a problem involving motion over a distance of 10.0 m. The original poster has previously calculated an average velocity and is seeking guidance on how to proceed without knowing the final velocity.
The discussion is ongoing, with participants seeking clarification on the full problem statement and the necessary data to proceed. Some have suggested alternative interpretations of average velocity, but there is no clear consensus on how to approach the calculation of average acceleration.
There is a noted requirement for the full problem statement to provide adequate context for the calculations, and participants emphasize the importance of understanding the distinctions between different types of averages in motion.
Please post the full problem so that we can see what data you have available.Cacti said:Homework Statement: Calculate the average acceleration for each member over the first 10.0 m.
Homework Equations: None given
I calculated the average velocity in a previous problem and got 1.146788991m/s over a time of 8.72s. I know I can’t use a_ave=(Vf-Vi)/(Tf-Ti) because I don’t know the final velocity and have no way to find it. Do I multiply average velocity by time?
Not if you are looking for something that has dimensions of acceleration.Cacti said:Do I multiply average velocity by time?
Cacti said:Homework Statement: Calculate the average acceleration for each member over the first 10.0 m.
Homework Equations: None given
I calculated the average velocity in a previous problem and got 1.146788991m/s over a time of 8.72s. I know I can’t use a_ave=(Vf-Vi)/(Tf-Ti) because I don’t know the final velocity and have no way to find it. Do I multiply average velocity by time?