plane Z-axis: (Z-3)=0 The plane through the point (-2, 6, 3) parallel to the æy-plane: (x-3) = 0 The plane through the point (-2, 6, 3) parallel to the yz-plane: (yz+2)=0 The plane through the point (-2, 6, 3) parallel to the xz-plane: (z+6)=0

Algebra and Trigonometry (MindTap Course List)
4th Edition
ISBN:9781305071742
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter9: Vectors In Two And Three Dimensions
Section9.CR: Chapter Review
Problem 4CC
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' Write an equation describing each plane.
The plane perpendicular to the æ-axis at (-2,0, 0) : (x+2)=0
The plane perpendicular to the y-axis at (0, 6, 0) : (y-6)=0
The plane perpendicular to the z-axis at (0, 0, 3) : (z-3)=0
The plane through the point (-2, 6, 3) perpendicular to the x-axis: (x+2)=0
The plane through the point (-2, 6, 3) perpendicular to the y-axis: (y-6)=0
The plane through the point (-2, 6, 3) perpendicular to the z-axis: (z-3)=0
The plane through the point (-2, 6, 3) parallel to the xY-plane: (x-3) = 0
The plane through the point (-2, 6, 3) parallel to the yz-plane: (yz+2)=0
The plane through the point (-2, 6, 3) parallel to the xz-plane: (z+6)=0
曲曲|田
Transcribed Image Text:' Write an equation describing each plane. The plane perpendicular to the æ-axis at (-2,0, 0) : (x+2)=0 The plane perpendicular to the y-axis at (0, 6, 0) : (y-6)=0 The plane perpendicular to the z-axis at (0, 0, 3) : (z-3)=0 The plane through the point (-2, 6, 3) perpendicular to the x-axis: (x+2)=0 The plane through the point (-2, 6, 3) perpendicular to the y-axis: (y-6)=0 The plane through the point (-2, 6, 3) perpendicular to the z-axis: (z-3)=0 The plane through the point (-2, 6, 3) parallel to the xY-plane: (x-3) = 0 The plane through the point (-2, 6, 3) parallel to the yz-plane: (yz+2)=0 The plane through the point (-2, 6, 3) parallel to the xz-plane: (z+6)=0 曲曲|田
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