Let r(t) be a vector function whose graph is a space curve containing distinct points P and Q. Prove that if the acceleration is always 0, then the graph of r is a straight line.
Let r(t) be a vector function whose graph is a space curve containing distinct points P and Q. Prove that if the acceleration is always 0, then the graph of r is a straight line.
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Let r(t) be a vector function whose graph is a space curve containing distinct points P and Q. Prove that if the acceleration is always 0, then the graph of r is a straight line.
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