6 (1). Consider the curve C of equation (x²-2y+y²)² = x²+y². Among the options listed, select the one that correctly shows a possible equation for C in polar coordinates and the equation of a line tangent to the pole. 27 A) C:r=1+2sin(8), With tangent to the pole 3 7T B) C :r=1+2sin(8), With tangent to the pole C) C:r=1-2 cos(6), With tangent to the pole %3D 3 27 D) C:r=1+2 cos(8), With tangent to the pole 3 ||

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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6 (1). Consider the curve C of equation (x²-2y+y?)? = x²+y². Among the options listed,
select the one that correctly shows a possible equation for C in polar coordinates and
the equation of a line tangent to the pole.
A) C:r=1+2 sin(0), With tangent to the pole
27
0 =
3
B) C :r=1+2 sin(0), With tangent to the pole
77
0 =
6.
C) C:r=1- 2 cos(8), With tangent to the pole
0 =
D) C:r=1+ 2 cos(0),
27
0 =
3
%3D
With tangent to the pole
Transcribed Image Text:6 (1). Consider the curve C of equation (x²-2y+y?)? = x²+y². Among the options listed, select the one that correctly shows a possible equation for C in polar coordinates and the equation of a line tangent to the pole. A) C:r=1+2 sin(0), With tangent to the pole 27 0 = 3 B) C :r=1+2 sin(0), With tangent to the pole 77 0 = 6. C) C:r=1- 2 cos(8), With tangent to the pole 0 = D) C:r=1+ 2 cos(0), 27 0 = 3 %3D With tangent to the pole
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