plane π is said to be tangent to a spherical surface with center C and radius r if the distance from C to PI is equal to r and, where P is the point of tangency. the vector CP is a vector normal to PI. Isolate the alternative that contains an equation for the spherical surface with center C (37.4, −2) tangent to the yz plane.
plane π is said to be tangent to a spherical surface with center C and radius r if the distance from C to PI is equal to r and, where P is the point of tangency. the vector CP is a vector normal to PI. Isolate the alternative that contains an equation for the spherical surface with center C (37.4, −2) tangent to the yz plane.
Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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A plane π is said to be tangent to a spherical surface with center C and radius r if the distance from C to PI is equal to r and, where P is the point of tangency.
the
Isolate the alternative that contains an equation for the spherical surface with center C (37.4, −2) tangent to the yz plane.
Transcribed Image Text:Оа. (г — )? + (у — 4)2 + (г+ 2)2 3 4
оь. (« — )2 + (у — 4)? + (г + 2)? — 16
с. (г + )? + (у+4)? + (2 — 2)?
O d. (r - )? + (у - 4)? + (г+ 2)?
О е. ( + )? + (у + 4)? + (2 — 2)?
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