If the vectors →a and →b are not perpendicular and →c and →d are two vectors satisfying →b×→c=→b×→d and →a⋅→d=0⋅ Then the vector →d is equal to(Consider all vectors are non-zero.)

If the vectors →a and →b are not perpendicular and →c and →d a

1.	If the vectors →a and →b are not perpendicular and →c and →d are two vectors satisfying →b×→c=→b×→d and →a⋅→d=0⋅ Then the vector →d is equal to(Consider all vectors are non-zero.)
Answer» If the vectors $\to a$ and $\to b$ are not perpendicular and $\to c$ and $\to d$ are two vectors satisfying $\to b \times \to c = \to b \times \to d$ and $\to a \cdot \to d = 0 \cdot$ Then the vector $\to d$ is equal to (Consider all vectors are non-zero.)

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If the vectors →a and →b are not perpendicular and →c and →d are two vectors satisfying →b×→c=→b×→d and →a⋅→d=0⋅ Then the vector →d is equal to(Consider all vectors are non-zero.)

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