x=(R+acos no) coso, y = (R+acos no) sin op, z = 0 as the foot. Here, n is a number of the vertexes of the sinusoid on a circular plan, a is an amplitude of the crimps at the foot of the surface, R is a radius of the base circle of the corrugated paraboloid in the foot relative to which, the cir- cular sinusoid is constructed.
x=(R+acos no) coso, y = (R+acos no) sin op, z = 0 as the foot. Here, n is a number of the vertexes of the sinusoid on a circular plan, a is an amplitude of the crimps at the foot of the surface, R is a radius of the base circle of the corrugated paraboloid in the foot relative to which, the cir- cular sinusoid is constructed.
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.2: Graphs Of Equations
Problem 40E
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Question
graph in 3d (geogebra/desmos) the equations (in attached) insert values when needed.

Transcribed Image Text:x=(R+acos no) coso,
y = (R+acos no) sin op,
z = 0
as the foot. Here, n is a number of the vertexes of the
sinusoid on a circular plan, a is an amplitude of the crimps at
the foot of the surface, R is a radius of the base circle of the
corrugated paraboloid in the foot relative to which, the cir-
cular sinusoid is constructed.
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