find the area inside the curve r = sin(theta) and outside the curve given by r = 2 + sin(theta). any ideas?

Question

find the area inside the curve r = sin(theta) and outside the curve given by r = 2 + sin(theta).  any ideas?

amistre64 · Answer

what are the points of intersection ... or in this case the thetas if intersection

amistre64 · Answer

hmmm, looks to be more of a donut than anything else

amistre64 · Answer

|dw:1355353827926:dw|similar to this

amistre64 · Answer

id take the area of the "egg" and subtract the area of the circle inside o fit

amistre64 · Answer

but i prolly just read the question a little backwards :)

amistre64 · Answer

inside the little and outside the bigger ..... theres no way to define that unless your post has them backwards

anonymous · Answer

there is no point of intersections...the problem just states find the area inside the curve r = sin(theta) and outside the curve given by r = 2 + sin(theta)

amistre64 · Answer

yeah, at first i had the wrong picture in my head :)  this thing looks like an egg

amistre64 · Answer

|dw:1355360084476:dw|

but you see why inside sint and outside 2+sint is rather impossible?