9. If three planes intersect in a point then the triple scalar product (a x b) · c of their normals zero.

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Chapter1: Functions And Models
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9. If three planes intersect in a point then the triple scalar product (a x b) · c of their normals
zero.
10. If the triple scalar product of the normals of three planes equals zero then the planes intersect in a
or
11. Two planes are perpendicular if their normals are
12. When algebraically determining the intersection of a plane and a line, if the result is 0 = 0, then they
have
solution(s).
13. A system of 3 planes is
if it has one or more solutions.
14. A system of 3 planes is
if it has no solution.
15. In three-space, if two lines are not parallel and do not intersect, they are called
Word Bank
Perpendicular
Parallel
Consistent
Inconsistent
Skew
Equal
Does not equal
Triangular prism
Infinite
Вook
Point
Plane
Collinear
Normal
Line
Zero
Scalar Multiples
Not at all
Transcribed Image Text:9. If three planes intersect in a point then the triple scalar product (a x b) · c of their normals zero. 10. If the triple scalar product of the normals of three planes equals zero then the planes intersect in a or 11. Two planes are perpendicular if their normals are 12. When algebraically determining the intersection of a plane and a line, if the result is 0 = 0, then they have solution(s). 13. A system of 3 planes is if it has one or more solutions. 14. A system of 3 planes is if it has no solution. 15. In three-space, if two lines are not parallel and do not intersect, they are called Word Bank Perpendicular Parallel Consistent Inconsistent Skew Equal Does not equal Triangular prism Infinite Вook Point Plane Collinear Normal Line Zero Scalar Multiples Not at all
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