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102年 - 102 國立臺南大學_轉學生招生考試試題_電機工程學系二年級：微積分#124209
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(20) Assume that the function value of
at A(x, y) has a relative maximum. A(x, y)=?
其他申論題
(16)
#527983
(17) Consider the function ln(1-x). If the solution of the power series representation for ln(1-x) on (-1,1) is written as ,=?
#527984
(18) Find the equation of the tangent plane to the surface of z=x2+4y2 at the point (-2, 1, 8).
#527985
(19) Let =?
#527986
1.求 = ________。
#527988
2.求函數x2-y2=2x+4y的所有水平切線的點為______ 。
#527989
3.求∫dx=______ 。
#527990
4.求=______ 。
#527991
5.求極限=______ 。
#527992
6.求∫ = _______。
#527993
at A(x, y) has a relative maximum. A(x, y)=?
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at A(x, y) has a relative maximum. A(x, y)=?