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LeAeytleaulP( Ldt C be the curve that travels on the unit circle counterclockwise from (1,0) to (0,1). Calculate Jc (Zxe" coslr') -y) dx + (c"sinfx&#...

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LeAeytleaulP( Ldt C be the curve that travels on the unit circle counterclockwise from (1,0) to (0,1). Calculate Jc (Zxe" coslr') -y) dx + (c"sinfx') +x) dy: 7 Lct C bc thc cunt cas(nt )-t" 6"2" sin(7t/2)) for 0 <t<1 nd Ict F e (Jv" a Y))i coslx yli Find Fands (Hint nrall thut n Jc 4 (-# 8Lct Sbe thc Icgion + * X) pue | > .6 26 + {1 Let Ceds be the boundary of the region oriented ounter-clockwisc Find (ycosx 1 0 1 XP (6 sinx+x+e") dy LCbethe

Le Aeytleaul P( Ldt C be the curve that travels on the unit circle counterclockwise from (1,0) to (0,1). Calculate Jc (Zxe" coslr') -y) dx + (c"sinfx') +x) dy: 7 Lct C bc thc cunt cas(nt )-t" 6"2" sin(7t/2)) for 0 <t<1 nd Ict F e (Jv" a Y))i coslx yli Find Fands (Hint nrall thut n Jc 4 (-# 8Lct Sbe thc Icgion + * X) pue | > .6 26 + {1 Let Ceds be the boundary of the region oriented ounter-clockwisc Find (ycosx 1 0 1 XP (6 sinx+x+e") dy LCbethe closed cune (* - 282 + (y_ 2)2[

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