Suppose we know that the points P (0, -1, -1), Q(1, 1, 4), and R (2, -4, 0) form a triangle in 3-space. We want the standard form of the plane that contains that triangle. Evaluate PQ and PR. Write down the standard form of the plane that contains that triangle. (???)(x-???)+ (???) (y-???) + (???)(~-???)= 0

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter1: Vectors
Section1.3: Lines And Planes
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Suppose we know that the points P (0, -1, -1), Q(1, 1, 4), and R (2, -4, 0) form
a triangle in 3-space. We want the standard form of the plane that contains that triangle.
Evaluate PQ and PR.
Write down the standard form of the plane that contains that triangle.
(???)(x-???)+ (???) (y-???) + (???)(~-???)= 0
Transcribed Image Text:Suppose we know that the points P (0, -1, -1), Q(1, 1, 4), and R (2, -4, 0) form a triangle in 3-space. We want the standard form of the plane that contains that triangle. Evaluate PQ and PR. Write down the standard form of the plane that contains that triangle. (???)(x-???)+ (???) (y-???) + (???)(~-???)= 0
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