Determine whether the pair of vectors is orthogonal.
-$$\langle - 2 , - 1 \rangle , \langle - 16,32 \rangle$$
A) Yes
B) $\mathrm { No }$

Name: Determine whether the pair of vectors is orthogonal. -\[\langle - 2 , - 1 \rangle , \langle - 16,32 \rangle\] A) Yes B) $\mathrm { No }$
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Question

Quizplus · Accepted Answer

Two vectors are orthogonal if their dot product is zero. The dot product of $\langle -2, -1 \rangle$ and $\langle -16, 32 \rangle$ is $(-2) \cdot (-16) + (-1) \cdot 32 = 32 - 32 = 0$, indicating these vectors are orthogonal.

Determine Whether the Pair of Vectors Is Orthogonal ⟨−2,−1⟩,⟨−16,32⟩\langle - 2 , - 1 \rangle , \langle - 16,32 \rangle⟨−2,−1⟩,⟨−16,32⟩

Determine Whether the Pair of Vectors Is Orthogonal $\langle - 2 , - 1 \rangle , \langle - 16,32 \rangle$