A plane P, in R'is perpendicular to the vector i = (4, 5, 7), and contains the point (3, 3, 8). a. Find the scalar equation of the plane P1. Equation: b. Is the point (9,0,-8) on the plane? No O Yes c. Write a scalar equation of the plane P2 that is parallel to P, and passing though the point (10, 0, – 6) Equation:

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 29E
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A plane P, in IR*is perpendicular to the vector ñ = (4, 5, 7), and contains the point (3, 3, 8).
a. Find the scalar equation of the plane P1.
Equation:
b. Is the point (9,0,-8) on the plane?
No
Yes
c. Write a scalar equation of the plane P2 that is parallel to P, and passing though the point (10, 0, – 6)
|
Equation:
Transcribed Image Text:A plane P, in IR*is perpendicular to the vector ñ = (4, 5, 7), and contains the point (3, 3, 8). a. Find the scalar equation of the plane P1. Equation: b. Is the point (9,0,-8) on the plane? No Yes c. Write a scalar equation of the plane P2 that is parallel to P, and passing though the point (10, 0, – 6) | Equation:
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