Describe the graph of the equation. r = 10 sin 6t í – 10 cos 6t j

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 13E
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Describe the graph of the equation.
r = 10 sin 6t í – 10 cos 6t j
O It is an ellípse in the xy-plane, centered at the origin, with major axis of length 10.
O tís a parabola in the xy-plane, with vertex at the origin.
O It is a círcle of radius 10 in the xy-plane, with center at the origin.
O It is a círcle of radius 6 in the xy-plane, with center at the origin.
O tís a círcle of radius 10 in the xy-plane, with center at the point (6, 6).
Transcribed Image Text:Describe the graph of the equation. r = 10 sin 6t í – 10 cos 6t j O It is an ellípse in the xy-plane, centered at the origin, with major axis of length 10. O tís a parabola in the xy-plane, with vertex at the origin. O It is a círcle of radius 10 in the xy-plane, with center at the origin. O It is a círcle of radius 6 in the xy-plane, with center at the origin. O tís a círcle of radius 10 in the xy-plane, with center at the point (6, 6).
Evaluate the line integral / (5x + 8y)dx + (3x – 5y)dy along the
curve C : x = 10 cos t, y = 20 sin t (0<t<÷)
NOTE: Enter the exact answer.
(5ax + 8y)dx + (3x – 5y)dy
Transcribed Image Text:Evaluate the line integral / (5x + 8y)dx + (3x – 5y)dy along the curve C : x = 10 cos t, y = 20 sin t (0<t<÷) NOTE: Enter the exact answer. (5ax + 8y)dx + (3x – 5y)dy
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