write the equation of motion describing the relation between displacement and time
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Answer:
Instead of differentiating position to find velocity, integrate velocity to find position. This gives us the position-time equation for constant acceleration, also known as the second equation of motion [2].
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Explanation:
Instead of differentiating position to find velocity, integrate velocity to find position. This gives us the position-time equation for constant acceleration, also known as the second equation of motion [2].
...
calculus derivations.
v = v0 + at [1]
+
s = s0 + v0t + ½at2 [2]
=
v2 = v02 + 2a(s − s0) [3]
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