Flux of the amount of buffalo entering a square kilometer per minute
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So Eq.(13) is just $int F.n dS = int int div(F) dA$ So I did $div(F) = nabla . F = y+1$, then I did $int_2^3 int_2^3 y + 1 dx dy = int_2^3 y + 1 dy = .5(3^2) + 3 - (.5(2^2) + 2) = 3.5$ This multiplied by density is 1750. This is not the answer. The answer is 29.2
multivariable-calculus vector-fields fluid-dynamics
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asked Apr 21 '16 at 0:24
user116528
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