The general vector form of the equation of a line
The coordinate of point E & F are (0,1) and (1,2) respectively.
- Find the vector equation of line EF.
- Determine if the point of (3,5) lies on the EF.
- Determine if the point of (2,18) lies on the EF.
r = c + Λ (d–c)
Where c and d are position of C and D.
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