- Show That 7 0 16 7 Fdx Gdy 7 0 16 7 30x2y5dx 50y4x3dy Is Independent Of Path Y F X G 7 0 16 7 30x2 1 (12.95 KiB) Viewed 29 times
Show that ∫(7,0)(16,7)fdx+gdy=∫(7,0)(16,7)−(30x2y5dx+50y4x3dy) is independent of path: ∂y∂f=∂x∂g=∫(7,0)(16,7)−(30x2
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Show that ∫(7,0)(16,7)fdx+gdy=∫(7,0)(16,7)−(30x2y5dx+50y4x3dy) is independent of path: ∂y∂f=∂x∂g=∫(7,0)(16,7)−(30x2
Show that ∫(7,0)(16,7)fdx+gdy=∫(7,0)(16,7)−(30x2y5dx+50y4x3dy) is independent of path: ∂y∂f=∂x∂g=∫(7,0)(16,7)−(30x2y5dx+50y4x3dy)=
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