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How do you determine that two vectors are parallel? - Answers

If one vector is a multiple of another vector - that is to say, the coefficients of its components are in the same ratio, then the two vectors are parallel. That is raher a mouthful so here is an example to help illustrate it:Suppose a and b are vectors.Then the veccors 3a + 5b and 6a + 10b are parallel since the second of these is simply two times the first: 6a is twice 3a and 10b is twice 5b.



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How do you determine that two vectors are parallel? - Answers

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

If one vector is a multiple of another vector - that is to say, the coefficients of its components are in the same ratio, then the two vectors are parallel. That is raher a mouthful so here is an example to help illustrate it:Suppose a and b are vectors.Then the veccors 3a + 5b and 6a + 10b are parallel since the second of these is simply two times the first: 6a is twice 3a and 10b is twice 5b.



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

How do you determine that two vectors are parallel? - Answers

If one vector is a multiple of another vector - that is to say, the coefficients of its components are in the same ratio, then the two vectors are parallel. That is raher a mouthful so here is an example to help illustrate it:Suppose a and b are vectors.Then the veccors 3a + 5b and 6a + 10b are parallel since the second of these is simply two times the first: 6a is twice 3a and 10b is twice 5b.

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      If one vector is a multiple of another vector - that is to say, the coefficients of its components are in the same ratio, then the two vectors are parallel. That is raher a mouthful so here is an example to help illustrate it:Suppose a and b are vectors.Then the veccors 3a + 5b and 6a + 10b are parallel since the second of these is simply two times the first: 6a is twice 3a and 10b is twice 5b.

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