Question based on Multi-Variable Calculus integration

nahentcenshyyn
timer Asked: Nov 28th, 2016

Question Description

For the following questions p = 4 and q = 7. 

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6. с Evaluate [F (7)•di, F = y’i+x?] , counterclockwise around the boundary of C of the indicated region R:(i) 15 x² + y2 sp+1, x 20, y 20. (ii) 1< x² + y2 < p+1, x 20, y = 0. (iii) Square with vertices (0,0), (p,0), (p, p), (0, p). (iv) Triangle with vertices (-p, 0), (0,0), (0, p) (v) Circle with radius 2 and center (-2,p). 4. (a) Evaluate the double integral ffm+qy+d, where is the region bounded b (Byx and xy (ii) y=x, x=1, and you) yer and ypx (iv) pre+wypy and the coordinate axes in the first quadrant (1) Half circle x' + y = 1 in the upper half plane and y. P-4 (b) Evaluate the integral in part(a) by changing the order of integration in each case. http://site.cbrary.com/libaldonian reader actionMoID=104165978208 77
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