Sheet No (1) 1- Evaluate 1+ 4xy dxdy (b) rsin'0 dedr dydx 2- Calculate the following double integrals (6x*y – 5y*)dA R = {(x, y)|0 sxs 3,0sys1) cos(x + 2y)dA R={(x,y)l0 sxs7,0 sys (b) R (e) R xsin(x +...


Sheet No (1)<br>1- Evaluate<br>1+ 4xy dxdy<br>(b)<br>rsin'0 dedr<br>dydx<br>2- Calculate the following double integrals<br>(6x*y – 5y*)dA R = {(x, y)|0 sxs 3,0sys1)<br>cos(x + 2y)dA R={(x,y)l0 sxs7,0 sys<br>(b)<br>R<br>(e)<br>R<br>xsin(x + y)dA R=[0, [0,

Extracted text: Sheet No (1) 1- Evaluate 1+ 4xy dxdy (b) rsin'0 dedr dydx 2- Calculate the following double integrals (6x*y – 5y*)dA R = {(x, y)|0 sxs 3,0sys1) cos(x + 2y)dA R={(x,y)l0 sxs7,0 sys (b) R (e) R xsin(x + y)dA R=[0, [0," 3 (a) Find the volume of the solid that lies under the plane 3x+ 2y + z = 12 and above rectangularR R = {(x, y)|0 s xs 1,0 sys (b) Find the volume of the solid in the first octant bounded by the cylinder z = 16 - x² And the plane y=5 (4) Evaluate (a) JJ xy² dxdy +2y) dydx

Jun 04, 2022
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