[微積] 極值問題兩題
1.Consider the curve c:x^(2/3)+y^(2/3)=a^(2/3) (0≦x≦a,0≦y≦a) find the
point P on c so that triangle bounded by the two coordinate awes and
the tangent line to c at P has maximal area.
x^2 y^2
2.設橢圓----+----=1的切線與x軸相交於A點,與y軸相交於B點,(a>0,b>0)試求AB線段
a^2 b^2
長之極值?
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