Find a Cartesian equation for the curve represented by polar equation r= 14 cos - 6 sin e. OA. 2 (x – 7)° + (y +3) = 58 OB. 2 (x- 7)° + (y +3) = 20 OC. 2 (x-7)° + (y +3) = 9 OD. 2 (x- 7)* + (y +3) = 49 OE. (*+7)* + (y-3)' = s +(-3)' = = 58

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section11.5: Polar Coordinates
Problem 87E
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Find a Cartesian equation for the curve represented by polar equation r = 14 cos e- 6 sin e.
OA.
2
(x – 7)° + (y +3) = 58
OB.
2
(x- 7)° + (y +3) = 20
OC.
2
(x-7)° + (y +3) = 9
OD.
2
(x- 7)* + (y +3) = 49
OE.
(* +7)° + (y-3)' = s
= 58
Transcribed Image Text:Find a Cartesian equation for the curve represented by polar equation r = 14 cos e- 6 sin e. OA. 2 (x – 7)° + (y +3) = 58 OB. 2 (x- 7)° + (y +3) = 20 OC. 2 (x-7)° + (y +3) = 9 OD. 2 (x- 7)* + (y +3) = 49 OE. (* +7)° + (y-3)' = s = 58
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