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Using green's theorem, find the counterclockwise circulation and outward flux for field F and curve C, if:
i) F=(x²+4y)i+(x+y²)j, C:The Square bounded by x=0,x=1,y=0,y=1
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How can we show that x(t)-y(t)=∫s-εtf(x(r),a)-f(y(r),a(r)) dr implies x(s)-y(s)=(f(x(s),a)-f(x(s),α(s)))ε+o(ε)
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