URGENT: Determine if the pairs of vectors below are “parallel”, “orthogonal”, or “neither”.?
Title: "How to Determine If These Vector Pairs Are Parallel, Orthogonal, or Neither?"
Body:
"Given the following pairs of vectors:
a = [Provide the components of vector a]
b = [Provide the components of vector b]
Please explain how to determine whether these vectors are parallel, orthogonal, or neither. If possible, include the steps and reasoning involved in reaching the conclusion. Thank you!"
3 Answers
Dec 07, 2024
First, parallel vectors are scalar multiples of each other so although it looks promising how 4*-5=-20 and -1*-5=5 the third value does not hold up, so it is not parallel. Second, orthogonal vectors are perpendicular, so they will have the dot product of 0 but when you preform the dot product operation here, you get -80 -5 +85=0 so it is orthogonal
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