- #1
karush
Gold Member
MHB
- 3,269
- 5
Find a vector equation of the line passing through
$(–1, 4)$ and $(3, –1)$.
Give answer in the form \(\displaystyle r = p + td\),
where \(\displaystyle t \in {R}\)
position vector would be \(\displaystyle (3, -1) = p\)
direction vector would be (3+1,-1-4) = (4,-5) = d
so \(\displaystyle r=(3,-1)+t(4,-5)\)
$(–1, 4)$ and $(3, –1)$.
Give answer in the form \(\displaystyle r = p + td\),
where \(\displaystyle t \in {R}\)
position vector would be \(\displaystyle (3, -1) = p\)
direction vector would be (3+1,-1-4) = (4,-5) = d
so \(\displaystyle r=(3,-1)+t(4,-5)\)