From Acceleration To Position
From Acceleration to Position Using Integration
So, it turns out that rarely in real life do we know the position function and need the acceleration. It is the other way around. Thus we need to know how to find the position function from a given acceleration function.
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The Specific Example of Constant Acceleration
Now, we look at the very important example of constant acceleration. The constant acceleration system will be a major source of problems for homework and exams in any version of this course.
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Velocity Differences
Familiarity with this method of intengration also allows us to find velocity and position differences, which are important in solving some problems. First, we will look at velocity differences.