Consider the two vectors A and B. The magnitude of their sum, i.e. |Ā

1.	Consider the two vectors A and B. The magnitude of their sum, i.e. \|Ā+B\|, if \|Ā\|>\| B\|(A) Must be equal to Ä + B (B) Cannot be less than Ä + B (C) Cannot be greater then Ä + B (D) Must be equal to Ā - B
Answer» Answer: GIVEN ` vec A+ vec B+ vec + vec D=0`, can the MAGNITUDE of ` vec A + vec B + vec C` be EQUAL to the magnitude of vec D

Consider the two vectors A and B. The magnitude of their sum, i.e. |Ā+B|, if |Ā|>| B|(A) Must be equal to Ä + B (B) Cannot be less than Ä + B (C) Cannot be greater then Ä + B (D) Must be equal to Ā - B

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GIVEN ` vec A+ vec B+ vec + vec D=0`, can the MAGNITUDE of ` vec A + vec B + vec C` be EQUAL to the magnitude of vec D

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Consider the two vectors A and B. The magnitude of their sum, i.e. |Ā+B|, if |Ā|>| B|(A) Must be equal to Ä + B (B) Cannot be less than Ä + B (C) Cannot be greater then Ä + B (D) Must be equal to Ā - B​

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Consider the two vectors A and B. The magnitude of their sum, i.e. |Ā+B|, if |Ā|>| B|(A) Must be equal to Ä + B (B) Cannot be less than Ä + B (C) Cannot be greater then Ä + B (D) Must be equal to Ā - B