Analyze the trace when the surface = !x^ + is intersected by the indicated planes. Z = メ 2 Find the Coordinates of the focus of the parabola formed when the surface is intersected by the planes given below. ( Round answer to three decimals) a. yas (X,y,z}= ( ? , ?,?) b. X=s ex,y,Z}=( ?,?,?) b. X-5

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section11.3: Hyperbolas
Problem 29E
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6.) Analyze the trace when the surface
Z = !x2
2
is intersected by the indicated planes.
Find the Coordinates of the focus of the parabola formed when
the surface is intersected by the planes given below.
( Round answer to three decimals )
a yas (x, y,z)= (? ,?, ?)
b. X=5 (x,y,Z)=(?,?,?)
(x,y,Z)= (?,?,?)
Transcribed Image Text:6.) Analyze the trace when the surface Z = !x2 2 is intersected by the indicated planes. Find the Coordinates of the focus of the parabola formed when the surface is intersected by the planes given below. ( Round answer to three decimals ) a yas (x, y,z)= (? ,?, ?) b. X=5 (x,y,Z)=(?,?,?) (x,y,Z)= (?,?,?)
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