Practice problem
Given v⃗=⟨4,1,−2⟩\vec{v}= \langle 4, 1, -2 \ranglev=⟨4,1,−2⟩ and c=4c= 4c=4, solve for cv⃗c\vec{v}cv.
⟨1,14,−12⟩\langle 1, \dfrac{1}{4}, -\dfrac{1}{2} \rangle⟨1,41,−21⟩
⟨0,3,6⟩\langle 0, 3, 6 \rangle⟨0,3,6⟩
⟨0,−3,−6⟩\langle 0, -3, -6 \rangle⟨0,−3,−6⟩
⟨16,4,−8⟩\langle 16, 4, -8 \rangle⟨16,4,−8⟩
Type a concept, like “slope” or “photosynthesis”.
