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Are two opposite vector parallels? - Answers

I would say no. Since vector location is subjective, only the direction and magnitude is fixed, two opposite vectors could be overlapping, fully or partial or not at all. To say they are parallel would imply that cannot overlap. So while it is possible for opposite vectors to be parallel, it is not an assumption that can be made. Math Instructor



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Are two opposite vector parallels? - Answers

https://math.answers.com/math-and-arithmetic/Are_two_opposite_vector_parallels

I would say no. Since vector location is subjective, only the direction and magnitude is fixed, two opposite vectors could be overlapping, fully or partial or not at all. To say they are parallel would imply that cannot overlap. So while it is possible for opposite vectors to be parallel, it is not an assumption that can be made. Math Instructor



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https://math.answers.com/math-and-arithmetic/Are_two_opposite_vector_parallels

Are two opposite vector parallels? - Answers

I would say no. Since vector location is subjective, only the direction and magnitude is fixed, two opposite vectors could be overlapping, fully or partial or not at all. To say they are parallel would imply that cannot overlap. So while it is possible for opposite vectors to be parallel, it is not an assumption that can be made. Math Instructor

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      I would say no. Since vector location is subjective, only the direction and magnitude is fixed, two opposite vectors could be overlapping, fully or partial or not at all. To say they are parallel would imply that cannot overlap. So while it is possible for opposite vectors to be parallel, it is not an assumption that can be made. Math Instructor

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