t=b 12. Recall the definition: for an open domain RCC, and a curve C with parametric equation z : [a, b] → C, z(t) € R,
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t=b 12. Recall the definition: for an open domain RCC, and a curve C with parametric equation z : [a, b] → C, z(t) € R,
t=b 12. Recall the definition: for an open domain RCC, and a curve C with parametric equation z : [a, b] → C, z(t) € R, the complex contour integral is defined as: dz f)dt dt Sketch the contour C and evaluate each of these contour integrals to get the correct exact complex number value, using the above definition, partial credit for a decimal approximation. 4 pts each). Scrazydz = [ ***8(260). () a. z(t) = eit, 0 <t<3 See -dz b. z(t)=t+its, 0 <t<4, 1. (*3) 3 dz = 2
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