Which of the following is true for vector subtraction? О It results in a scalar quantity It is commutative, i.e., A - B = B-A It is associative, i.e., (A - B) - CA - (B-C) О It involves adding the negative of one vector to another

Physics for Scientists and Engineers: Foundations and Connections
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Chapter3: Vectors
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Which of the following is true for vector subtraction?
О
It results in a scalar quantity
It is commutative, i.e., A - B = B-A
It is associative, i.e., (A - B) - CA - (B-C)
О
It involves adding the negative of one vector to another
Transcribed Image Text:Which of the following is true for vector subtraction? О It results in a scalar quantity It is commutative, i.e., A - B = B-A It is associative, i.e., (A - B) - CA - (B-C) О It involves adding the negative of one vector to another
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