The four figures are graphs of the quadratic surface z = x? + y2. Match each of the four graphs with the point in space from which the paraboloid is viewed. The four points are (0, 0, 40), (0, 40, 0), (40, 0, 0), and (20, 20, 40). (a) O (0, 0, 40) O (0, 40, 0) O (40, 0, 0) lo (20, 20, 40) (b) O (0, 0, 40) O (0, 40, 0) O (40, 0, 0) lo (20, 20, 40)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section11.3: Hyperbolas
Problem 46E
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(c)
ㅇ (0, 0, 40)
(0, 40, 0)
(40, 0, 0)
(20, 20,
40)
(d)
(0, 0, 40)
(0, 40, 0)
(40, 0, 0)
(20, 20,
40)
O O O
O O
Transcribed Image Text:(c) ㅇ (0, 0, 40) (0, 40, 0) (40, 0, 0) (20, 20, 40) (d) (0, 0, 40) (0, 40, 0) (40, 0, 0) (20, 20, 40) O O O O O
The four figures are graphs of the quadratic surface z = x? + y2. Match each of the four graphs with the point in space from which the paraboloid is viewed.
The four points are (0, 0, 40), (0, 40, 0), (40, 0, 0), and (20, 20, 40).
(a)
O (0, 0, 40)
O (0, 40, 0)
O (40, 0, 0)
lo (20, 20,
40)
(b)
O (0, 0, 40)
O (0, 40, 0)
O (40, 0, 0)
lo (20, 20,
40)
Transcribed Image Text:The four figures are graphs of the quadratic surface z = x? + y2. Match each of the four graphs with the point in space from which the paraboloid is viewed. The four points are (0, 0, 40), (0, 40, 0), (40, 0, 0), and (20, 20, 40). (a) O (0, 0, 40) O (0, 40, 0) O (40, 0, 0) lo (20, 20, 40) (b) O (0, 0, 40) O (0, 40, 0) O (40, 0, 0) lo (20, 20, 40)
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