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In other words, two vectors are equivalent if they have the same length and direction. If this is the case, we write $v = w$.
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\note<Note 1>{
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Convince yourself that this is true. Why are these two definitions of vector equivalence interchangable?
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Convince yourself that this is true. Why are these two definitions of vector equivalence interchangeable?
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}
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\note<Note 2>{
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