how can we determine that two vectors are collinear?
Answers
Answer:
two vectors are collinear if they are lying in the same plane and the angle between them is equal to zero degree
Vector parallel to one line or lying on one line are called collinear vectors
Two vectors are collinear, if any of these conditions done:
Condition of vectors collinearity 1.
Two vectors a and b are collinear if there exists a number n such that
a = n · b
Condition of vectors collinearity 2.
Two vectors are collinear if relations of their coordinates are equal.
Condition 2 is not valid if one of the components of the vector is zero.
Condition of vectors collinearity 3.
Two vectors are collinear if their cross product is equal to the zero vector.
Condition 3 applies only to three-dimensional (spatial) problems.
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