Question: explain about this vector, surface area and let us take value of D = 0 3. Consider the vector field withi= (D + 1) (1+

explain about this vector, surface area and let us take value of D = 0

3. Consider the vector field withi= (D + 1) (1+ + 1) x h, h= xh+ yjh+ z/, and the surface F = M(x,y , z) a0 s x s 14 - D5,0 s y s MA - DX - x, z = MA - DA - x - yn. (i) Find the surface area of F . (ii) Calculate the value of the line integral hindi if yis the boundary (closed curve) of F (the orientation is positive from the direction of vector h+ h+ / ) by 2 methods (equal integrals) of the Stokes theorem. 5+ 10+ 5= 20%

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