已知函数f(x)=lnx-ax+1在x=2处的切线斜率为-12.(I)求实数a的

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问题:

已知函数f(x)=lnx-ax+1在x=2处的切线斜率为-
1
2

(I)求实数a的值及函数f(x)的单调区间;
(II)设g(x)=kx+1,对∀x∈(0,+∞),f(x)≤g(x)恒成立,求实数k的取值范围;
(III)设bn=
ln(n+1)
n3
,证明:b1+b2+…+bn<1+ln2(n∈N*,n≥2).
考点:函数的单调性与导数的关系函数的极值与导数的关系函数的最值与导数的关系
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Since life began eons ago, thousands of creatures have come and gone. Some, such as the dinosaurs, became extinct due to naturally changing ecologic conditions. More recent threats to life forms are humans and their activities. Man has drained marshes, burned prairies, dammed and diverted rivers. Some of the more recent casualties of man’’s expansion have been the dodo, great auk, passenger pigeon, Irish elk, and Steller’’s sea cow. Sadly, we can no longer attribute the increasing decline in our wild animals and plant species to "natural" processes. Many species are dying out because of exploitation, habitat alteration or destruction, pollution, or the introduction of new species of plants and animals to an area. As mandated by Congress, protecting endangered species, and restoring them to the point where their existence is no longer jeopardized, is the primary objective of the U.S. Fish and Wildlife Service’’s Endangered Species Program.

Which of the following has become extinct due to man’s destruction

A.African elephant.

B.Irish elk.

C.Giant panda.

D.White Bengal.

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结账包括日结旬结月结年结。()

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试述如何进行锅炉的燃烧调整。

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按照企业所得税的有关规定,下列各项中不得确认为坏账损失的是( )。

A.逾期3年以上仍未收回的应收账款

B.关联方之间的往来账款

C.债务人被依法宣告破产,其剩余财产确实不足清偿的应收账款

D.债务人遭受重大自然灾害,损失巨大,以其财产确实无法清偿的应收账款

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由n个力组成的平面平衡力系,若其中(n-1)个力相交于A点,则另一个力()

A、也一定通过A点

B、不一定通过A点

C、一定不通过A点

D、无法断定

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