2. Suppose that f(u) is continuous and f(u) ＞ 0 for all u. Let g(x) =
.
Then g(x) obtins local mnaximum at x= _(3)__. g(1)=
du, where
h(u)=__ (4)__.
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2. Suppose that f(u) is continuous and f(u) ＞ 0 for all u. Let g(x) =.
Then g(x) obtins local mnaximum at x= _(3)__. g(1)= du, where
h(u)=__ (4)__.