A vector A is Towards vertically downward and vector B is towards east the cross product A×B will be

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A VECTOR A VECTOR 'A' Point vertically downward And B vector towards EAST then the vector product Vector A
A vector A points vertically downward &B points towards east, then the vector product A×B is (1) ... A vector A points vertically downward &B points towards east, then the vector product A×B is (1) ...
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A vector \(\vec{A}\) points vertically downward and \(\vec{B}\) points towards east, then the ve.... A vector \(\vec{A}\) points vertically downward and \(\vec{B}\) points towards east, then the ve....
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A vector A points vertically upward and B pointstowards north. The vector product A × B is(a) along A vector A points vertically upward and B pointstowards north. The vector product A × B is(a) along
A vector \( \vec{A} \) points vertically downward & \( \vec{B} \) points towards east, then ... A vector \( \vec{A} \) points vertically downward & \( \vec{B} \) points towards east, then ...
A Vector vec(P) points vertically downwards and another vector vec(Q) points towards north then.... A Vector vec(P) points vertically downwards and another vector vec(Q) points towards north then....