Can someone help me with this question, not sure where to start
zeebobDD Member Joined Oct 23, 2011 Messages 414 Gender Male HSC 2012 May 17, 2014 #1 Can someone help me with this question, not sure where to start
seanieg89 Well-Known Member Joined Aug 8, 2006 Messages 2,662 Gender Male HSC 2007 May 19, 2014 #2 Integrate in polar coordinates to find the area of the two regions and subtract the inner one from the outer one. Remember that the "infinitesimal area element" in polar coordinates is: as opposed to the more familiar in rectangular coordinates.
Integrate in polar coordinates to find the area of the two regions and subtract the inner one from the outer one. Remember that the "infinitesimal area element" in polar coordinates is: as opposed to the more familiar in rectangular coordinates.
zeebobDD Member Joined Oct 23, 2011 Messages 414 Gender Male HSC 2012 May 19, 2014 #3 Alrite so i have that, but what are the limits for the first integral? it doesn't really tell us what is it, i'm assuming it goes from 0 to 2pi?
Alrite so i have that, but what are the limits for the first integral? it doesn't really tell us what is it, i'm assuming it goes from 0 to 2pi?
seanieg89 Well-Known Member Joined Aug 8, 2006 Messages 2,662 Gender Male HSC 2007 May 19, 2014 #4 Yeah 0 to 2pi. As long as you hit each point in your domain once (apart from the overlap at 0 and 2pi which has area 0) you are all g. Sent from my GT-I9000 using Tapatalk 2
Yeah 0 to 2pi. As long as you hit each point in your domain once (apart from the overlap at 0 and 2pi which has area 0) you are all g. Sent from my GT-I9000 using Tapatalk 2
zeebobDD Member Joined Oct 23, 2011 Messages 414 Gender Male HSC 2012 May 19, 2014 #5 sweet thanks bro
zeebobDD Member Joined Oct 23, 2011 Messages 414 Gender Male HSC 2012 May 19, 2014 #6 Could u have a check to see if parts b n c are correct,