(完整word版)函数的概念练习题(含答案)(2),推荐文档.pdf
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(完整word版)函数的概念练习题(含答案)(2),推荐文档.pdf
第 1 页 共 6 页1.2.1 函数的概念及练习题答案一、选择题1集合 Ax|0 x4,B y|0y2,下列不表示从A 到 B 的函数是()Af(x)y12xB f(x)y13x Cf(x)y23xDf(x)yx2某物体一天中的温度是时间t 的函数:T(t)t33t60,时间单位是小时,温度单位为,t0 表示 12:00,其后 t 的取值为正,则上午8 时的温度为()A8B112C58D183函数 y1x2x21的定义域是()A1,1 B(,11,)C0,1 D 1,1 4已知 f(x)的定义域为 2,2,则 f(x21)的定义域为()A1,3 B0,3 C3,3 D 4,4 5若函数 yf(3x1)的定义域是 1,3,则 y f(x)的定义域是()A1,3 B2,4 C2,8 D3,9 6函数 yf(x)的图象与直线xa 的交点个数有()A必有一个B一个或两个C至多一个D可能两个以上7函数 f(x)1ax24ax3的定义域为R,则实数a 的取值范围是()Aa|aR Ba|0a34 C a|a34 Da|0a34 8某汽车运输公司购买了一批豪华大客车投入运营据市场分析,每辆客车营运的利润y 与营运年数x(xN)为二次函数关系(如图),则客车有营运利润的时间不超过()年A4B5C6D7 9(安徽铜陵县一中高一期中)已知g(x)12x,fg(x)1 x2x2(x0),那么f12等于()A15 B1 C3 D30 精品资料-欢迎下载-欢迎下载 名师归纳-第 1 页,共 6 页 -第 2 页 共 6 页10函数 f(x)2x1,x1,2,3,则 f(x)的值域是()A0,)B1,)C 1,3,5 DR二、填空题11某种茶杯,每个2.5 元,把买茶杯的钱数y(元)表示为茶杯个数x(个)的函数,则y_,其定义域为 _12函数 yx112x的定义域是(用区间表示)_三、解答题13求一次函数f(x),使 ff(x)9x1.14将进货单价为8 元的商品按10 元一个销售时,每天可卖出100 个,若这种商品的销售单价每涨1 元,日销售量就减少10 个,为了获得最大利润,销售单价应定为多少元?15求下列函数的定义域(1)yx1x24;(2)y1|x|2;(3)yx2x1(x1)0.16(1)已知 f(x)2x3,x0,1,2,3,求 f(x)的值域(2)已知 f(x)3x4 的值域为 y|2y4,求此函数的定义域精品资料-欢迎下载-欢迎下载 名师归纳-第 2 页,共 6 页 -文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8第 3 页 共 6 页17(1)已知 f(x)的定义域为 1,2 ,求 f(2x-1)的定义域;(2)已知 f(2x-1)的定义域为 1,2,求 f(x)的定义域;(3)已知 f(x)的定义域为 0,1,求函数 y=f(xa)+f(xa)(其中 0a12)的定义域18用长为 L 的铁丝弯成下部为矩形,上部为半圆形的框架(如图),若矩形底边长为2x,求此框架的面积y 与 x 的函数关系式及其定义域1.2.1 函数的概念答案一、选择题1答案 C 解析 对于选项 C,当 x4 时,y832 不合题意故选C.2答案 A 解析 12:00 时,t0,12:00 以后的 t 为正,则12:00 以前的时间负,上午8 时对应的 t 4,故 T(4)(4)33(4)608.3答案 D 解析 使函数 y1x2x21有意义应满足1x20 x2 10,x21,x 1.4答案 C 解析 2x212,1x23,即 x2 3,3x3.5答案 C 2x精品资料-欢迎下载-欢迎下载 名师归纳-第 3 页,共 6 页 -文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8第 4 页 共 6 页解析 由于 yf(3x1)的定义域为 1,3,3x12,8,yf(x)的定义域为 2,8。6答案 C 解析 当 a 在 f(x)定义域内时,有一个交点,否则无交点7答案 D 解析 由已知得 ax24ax30 无解当 a0 时 30,无解;当 a0 时,0 即 16a212a0,0a34,综上得,0a34,故选 D.8答案 D 解析 由图得 y(x6)211,解 y0 得 611x611,营运利润时间为2 11.又62 117,故选 D.9答案 A 解析 令 g(x)12x12得,x14,f12 f g14114214215,故选 A.10答案 C 二、填空题11y2.5x,xN*,定义域为N*12 1,2)(2,)解析 使函数有意义应满足:x102x0 x1 且 x2,用区间表示为 1,2)(2,)三、解答题13 解析 设 f(x)axb,则 ff(x)a(axb)b a2xabb9x1,比较对应项系数得,a29abb1?a3b14或a3b12,f(x)3x14或 f(x)3x12.14 解析 设销售单价定为10 x 元,则可售出10010 x 个,销售额为(10010 x)(10 x)元,本金为 8(10010 x)元,所以利润y(100 10 x)(10 x)8(10010 x)(10010 x)(2精品资料-欢迎下载-欢迎下载 名师归纳-第 4 页,共 6 页 -文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8第 5 页 共 6 页x)10 x280 x200 10(x4)2360 所以当 x4 时,ymax360 元答:销售单价定为14 元时,获得利润最大15解析(1)要使函数 yx1x24有意义,应满足x240,x 2,定义域为 xR|x 2(2)函数 y1|x|2有意义时,|x|20,x2 或 x2 或 x0,要使此函数有意义,只须x10,x1,定义域为 xR|x116解析(1)当 x 分别取 0,1,2,3 时,y 值依次为 3,1,1,3,f(x)的值域为 3,1,1,3(2)2y4,23x 44,即3x423x44,x2x0,2x0,即函数的定义域为x|2x017 解析:对于抽象函数的定义域,必须在透彻理解函数f(x)的定义域的概念的基础上,灵活运用(1)f(x)的定义域为 1,2 12x121 2x312x f(2x 1)的定义域为 1,32(2)设 t=2x1,f(2x1)的定义域为 1,2 12x,12 x13即:1 t3,f(x)的定义域为 1,3 (3)f(x)的定义域为 0,1,0101xaxa,0a12在数轴上观察得a x1 af(x)的定义域为 a,1 a思考:若 aR,如何求 f(x)的定义域?18精品资料-欢迎下载-欢迎下载 名师归纳-第 5 页,共 6 页 -文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8第 6 页 共 6 页2x解:半圆的半径为x矩形的另一边长为22Lxx22222Lxxyxx2(2)2xLx又201(2)02xLxx0 x2L函数的定义域为(0,2L)精品资料-欢迎下载-欢迎下载 名师归纳-第 6 页,共 6 页 -文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 ZG10J5E9S8I8文档编码:CH1K8T10L10K9 HR3I7S9W5S1 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