福建省莆田市高中数学第二章基本初等函数(Ⅰ)2.2.1对数与对数运算(2)校本作业新人教A版必修1.doc

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1、1221 对数与对数运算(2)一选择题:1.已知 f(x3)lg x,则 f (2)等于( )Alg 2 Blg 8Clg D. lg 218 132. 如果方程 03lglgllg2 xx的两根为 21,x,那么 21的值为 ( ) A、 3l B、 3l C、 61 D、-6 3若 a0, a1, x0, y0, xy,下列式子正确的个数为( )log axlogaylog a(x y);log axlog aylog a(x y);log a log axlogay;log a(xy)log axlogay.xyA0 B1 C2 D34. 某公司为激励创新,计划逐年加大研发奖金投入。若该

2、公司 2015 年全年投入研发奖金130 万元,在此基础上,每年投入的研发奖金比上一年增长 12,则该公司全年投入的研发奖金开始超过 200 万元的年份是( )(参考数据:lg1.12=0.05,lg1.3=0.11,lg2=0.30)A2018 年 B 2019 年 C 2020 年 D 2021 年二填空题:5. 函数 f(x)= 3log(0ax且 1)a,f(2)=3,则 f(-2)=_.6. 若 43l27,l5,mn则 lg2=_.(请用 m,n 表示)7. 已知 ab1.若 logab+logba= 2, ab=ba,则 a=, b=.三解答题:8. 计算下列各式的值:(1)2(lg )2lg lg 5 ;2 2 ( lg2) 2 lg 2 1(2)(lg 2)2lg 50lg 2lg 25.29. 计算下列各式的值:(1)(log 43log 83)log32;(2) .log5 2log79log513log73410. 设函数 f(x)log 2(4x)log2(2x), x4,14(1)若 tlog 2x,求 t 的取值范围;(2)求 f(x)的最值,并写出最值时对应的 x 的值

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