Given a sphere with center (4, 3, – 1) and radius 4. Find an equation of the intersection of this sphere with the xz-plane? O A. (x-4)* + (y - 3)* + (2 + 1) = y = 0 (x- 4)? + (z+ 1)? = 16, OC (x- 4)? + (z + 1)* = 7, D(x -4)? + (z+ 1) = 16, OE ( - 4)* + (y-3)' + (z+ 1² – 16, O B y = 3 y = 0 OD. y = 0 y = 3

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section11.4: Plane Curves And Parametric Equations
Problem 37E
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Question 1
Given a sphere with center (4, 3, – 1) and radius 4. Find an equation of the intersection of this sphere with the xz-plane?
OA.
(x - 4)° + (y - 3)* + (z + 1² =
y = 0
(x - 4)? + (z+1)² = 16,
(x- 4)? + (z+ 1) = 7,
OD (x - 4)? + (z+ 1) = 16,
O B
y = 3
OC
y = 0
y = 0
OE.
(x – 4)* + (y- 3)' + (z+ 1) = 16, y = 3
Transcribed Image Text:Question 1 Given a sphere with center (4, 3, – 1) and radius 4. Find an equation of the intersection of this sphere with the xz-plane? OA. (x - 4)° + (y - 3)* + (z + 1² = y = 0 (x - 4)? + (z+1)² = 16, (x- 4)? + (z+ 1) = 7, OD (x - 4)? + (z+ 1) = 16, O B y = 3 OC y = 0 y = 0 OE. (x – 4)* + (y- 3)' + (z+ 1) = 16, y = 3
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