Let ri = xji+yij+z¡k, r2 = x2i+ %3D %3D Y2j+ zzk and r3 = x3i+ Yzj + zzk be the position vectors of points P;(x1, Y1, z1), P2(82, Y2, 2) and P3(x3, Y3, 23). Find an equa- P. tion for the plane passing through P1, P, and P3. See fig- ure on the right

Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
Chapter10: Analytic Geometry
Section10.6: The Three-dimensional Coordinate System
Problem 7E
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Let ri = xji+yij+z¡k, r2 = x2i+
%3D
%3D
Y2j+ zzk and r3 = x3i+ Yzj + zzk
be the position vectors of
points P;(x1, Y1, z1), P2(82, Y2, 2)
and P3(x3, Y3, 23). Find an equa-
P.
tion for the plane passing
through P1, P, and P3. See fig-
ure on the right
Transcribed Image Text:Let ri = xji+yij+z¡k, r2 = x2i+ %3D %3D Y2j+ zzk and r3 = x3i+ Yzj + zzk be the position vectors of points P;(x1, Y1, z1), P2(82, Y2, 2) and P3(x3, Y3, 23). Find an equa- P. tion for the plane passing through P1, P, and P3. See fig- ure on the right
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