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for f = (²-2) + x^; - (3ײ+1) R is of Conservative at the point (1,4,6) - Is there a Curl? - Is there a divergence? If so... what wit?
when a differential is Exect f Sda = dQ = Q₁-Q; کر will be independent of path followed between and f In differential fo
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when a differential is Exect f Sda = dQ = Q₁-Q; کر will be independent of path followed between and f In differential fo
when a differential is Exect f Sda = dQ = Q₁-Q; کر will be independent of path followed between and f In differential form dQ = A (x₁4, 2) dx + B(x, y, z) dy + C (x, y, 7)dz ther in an Exnat differential If (2/4) ) = (21³) ( 3 ) = ( 2 ) ( 222 ) = ( 2 )
for f = (²-2) + x^; - (3ײ+1) R is of Conservative at the point (1,4,6) - Is there a Curl? - Is there a divergence? If so... what wit?
for f = (²-2) + x^; - (3ײ+1) R is of Conservative at the point (1,4,6) - Is there a Curl? - Is there a divergence? If so... what wit?