383. Find the divergence theorem value for the function given by (ez , sin x, y2 )
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b Explanation: Since the divergence of the function is zero, the triple integral leads to zero. The Gauss theorem gives zero value.
b
See lessExplanation: Since the divergence of the function is zero, the triple integral leads to zero.
The Gauss theorem gives zero value.
B Explanation: Since the divergence of the function is zero, the triple integral leads to zero. The Gauss theorem gives zero value.
B
See lessExplanation: Since the divergence of the function is zero, the triple integral leads to zero. The Gauss theorem gives zero value.
B Explanation: Since the divergence of the function is zero, the triple integral leads to zero. The Gauss theorem gives zero value.
B
See lessExplanation: Since the divergence of the function is zero, the triple integral leads to zero.
The Gauss theorem gives zero value.
Answer: b Explanation: Since the divergence of the function is zero, the triple integral leads to zero. The Gauss theorem gives zero value.
Answer: b
See lessExplanation: Since the divergence of the function is zero, the triple integral leads to zero.
The Gauss theorem gives zero value.
b) Explanation: Since the divergence of the function is zero, the triple integral leads to zero. The Gauss theorem gives zero value.
b)
See lessExplanation: Since the divergence of the function is zero, the triple integral leads to zero. The Gauss theorem gives zero value.