Let C ⃗ = A ⃗ + B ⃗
(a) | C ⃗ | is always greater than | A ⃗ |
(b) It is possible to have | C ⃗ |<| A ⃗ | and | C ⃗|<| B ⃗|
(c) C ⃗ is always equal to A ⃗+ B ⃗
(d) C ⃗ is never equal to A ⃗+ B ⃗
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Answer:
d option is correct
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