Consider the points D = (1, −1, 5) and E = (4, 3, −2) and the line
L1 = {P ∈ R
3
|
−→OP = i
˜
− k
˜
+ s(j
˜
+ 4k
˜
), s ∈ R}.
c) Find the plane S1 which contains D, E and the origin, in parametric form.
(d) Now find the equational form for S1.
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