[微積]請大家幫我想想這三題 研究所考古題
x
1. Evaluate lim { (x / x-3)∫ sint / t dt }
x->3 3
2.Evaluate ∫∫( 3x+ 4y^2 )dA where R is the region in the upper half-plane
R
bounded by the circles x^2+y^2=1 and x^2+y^2=4
3.f(x.y.z)=x+y+z subject to the given constraints x^2-y^2=z , x^2+z^2=4
求最大值和最小值?(我用Lagrange function 越用越複雜XD)
請各位解救我 實在是想不出來
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