Practice problem
Given v⃗=⟨−2,6,3⟩\vec{v}= \langle -2, 6, 3\ranglev=⟨−2,6,3⟩ and c=−3c= -3c=−3, solve for cv⃗c\vec{v}cv.
⟨−6,18,9⟩\langle -6, 18, 9 \rangle⟨−6,18,9⟩
⟨6,−18,−9⟩\langle 6, -18, -9 \rangle⟨6,−18,−9⟩
⟨1,9,6⟩\langle 1, 9, 6 \rangle⟨1,9,6⟩
⟨−1,−9,−6⟩\langle -1, -9, -6 \rangle⟨−1,−9,−6⟩
Type a concept, like “slope” or “photosynthesis”.
