please solve this 2 question.
IS 1) Prove that the divergence theorem of the vector field F= 2x*ya, + za, + yaz established for the unit cube shown in the following figure. theorem)가 성립함을 증명하라. E - 40 loads So'ST42dxdydz = (0,0,1) -4[12]. [YT) [2]. =/ D How te, find & Fids=? Z z = 1 (0,0,0) Y (0, 1,0) oplo ror 3 (1,0,0) 그림 1. 문제 2에 대한 그림 L rd) I want know find Pd vf.dl 2) Find the linear integral for the gradient of the scalar function f(xx)=2xy+3 in the right-angled triangular path as shown in the figure... (0,1) 24 - 4 (0,0) (1,0) 25 . Pf= 2 x 2 + ( t de yaxt dayto <x<1, Y 14 26 Yaxt xax) Saxat
IS 1) Prove that the divergence theorem of the vector field F= 2x*ya, + za, + yaz established for the unit cube shown in
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IS 1) Prove that the divergence theorem of the vector field F= 2x*ya, + za, + yaz established for the unit cube shown in
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