Let vector A- point from the origin into the second quadrant of the xy plane and vector B- point from the origin into the fourth quadrant- The vector B-A- must be in which quadrant- a the first- b the second- c the third- or d the fourth- or e is more than one answer possible -

Answer (D), If we write vector A⃗ as, (A_x,A_y)=( |A_x|,|A_y|) and vector B⃗ as (B_x,B_y)=(|B_x|, |B_y|) then B⃗ A⃗=(|B_x| ( |A_x|), |B_ ...

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Vector Addition

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Question

Let vector $\to A$ point from the origin into the second quadrant of the $x y$ plane and vector $\to B$ point from the origin into the fourth quadrant. The vector $\to B - \to A$ must be in which quadrant, (a) the first, (b) the second, (c) the third, or (d) the fourth, or (e) is more than one answer possible ?

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