For two vectors and

MATHEMATICS · Single correct · CBSE · Mathematics · Vector Algebra · Vector Algebra

Problem

For two vectors A=Axi^+Ayj^\mathbf{A}=A_x\hat{i}+A_y\hat{j} and B=Bxi^+Byj^\mathbf{B}=B_x\hat{i}+B_y\hat{j}, which of the following gives the vector sum A+B\mathbf{A}+\mathbf{B}? (a) (Ax−Bx)i^+(Ay−By)j^(A_x-B_x)\hat{i}+(A_y-B_y)\hat{j} (b) (Ax+Bx)i^+(Ay+By)j^(A_x+B_x)\hat{i}+(A_y+B_y)\hat{j} (c) (Ax+By)i^+(Ay+Bx)j^(A_x+B_y)\hat{i}+(A_y+B_x)\hat{j} (d) (AxBx)i^+(AyBy)j^(A_xB_x)\hat{i}+(A_yB_y)\hat{j}

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