Find the cross product $\langle 1,2,0\rangle \times \langle 3,4,0 \rangle$ .
A) $\langle0,0 , - 2 \rangle$
B) $\langle 0,0,2 \rangle$
C) $\langle 3,8,0 \rangle$
D) $\langle 8,3,0 \rangle$
E) $\langle 0,3,8 \rangle$
F) $\langle 0,8,3 \rangle$
G) $\{ 3,0,8 \}$
H) $\{ 8,0,3 \}$

Question

Find the cross product $\langle 1,2,0\rangle \times \langle 3,4,0 \rangle$ .
A) $\langle0,0 , - 2 \rangle$ 
B) $\langle 0,0,2 \rangle$ 
C) $\langle 3,8,0 \rangle$ 
D) $\langle 8,3,0 \rangle$ 
E) $\langle 0,3,8 \rangle$ 
F) $\langle 0,8,3 \rangle$ 
G) $\{ 3,0,8 \}$ 
H) $\{ 8,0,3 \}$

Quizplus · Accepted Answer

The cross product of two vectors is a vector that is perpendicular to both of the original vectors. The direction of the cross product is given by the right-hand rule. In this case, the cross product of $\langle 1,2,0\rangle \times \langle 3,4,0 \rangle$ is $\langle 0,0 , - 2 \rangle$.

Find the Cross Product ⟨1,2,0⟩×⟨3,4,0⟩\langle 1,2,0\rangle \times \langle 3,4,0 \rangle⟨1,2,0⟩×⟨3,4,0⟩ A)

Find the Cross Product $\langle 1,2,0\rangle \times \langle 3,4,0 \rangle$
A)