alejandrito20 Posted March 13, 2010 Posted March 13, 2010 If the integral is [math]\int^{\pi-\epsilon}_{-\pi+\epsilon}d\theta[/math]. where [math]\theta[/math] is a angular coordinate. In the riemman integral , i dont understand if tetha follows the path grenn in figure 1, or [math]\theta[/math] follows the path red in figure 2.
Cap'n Refsmmat Posted March 13, 2010 Posted March 13, 2010 I think it'll be the green path. Is [math]\epsilon \geq 0[/math]?
alejandrito20 Posted March 13, 2010 Author Posted March 13, 2010 I think it'll be the green path. Is [math]\epsilon \geq 0[/math]? yes, [math]\epsilon[/math] is [math]>0[/math]
Cap'n Refsmmat Posted March 13, 2010 Posted March 13, 2010 Then it'd be the green path, since [math]\theta[/math] has to pass through 0 at some point.
Amr Morsi Posted March 30, 2010 Posted March 30, 2010 The integration is in the positive direction of theta. That's why it is the green trace.
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