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高二文科答案一、选择题题号123456789101112答案CAACADDCDDBA二、填空题13:014:SKIPIF1<015:SKIPIF1<016:SKIPIF1<0三、解答题17解:(1)由题意,随机有放回的抽取3次,基本事情(1,1,1),(1,1,2),(1,1,3),(1,2,1),(1,2,2),(1,2,3),(1,3,1),(1,3,2),(1,3,3)……(3,3,3)共有27个又SKIPIF1<0包含三个基本事件:(1,1,2),(1,2,3),2,1,3)……………3分对应的概率SKIPIF1<0.………………………………6分(2)“SKIPIF1<0不完全相同”的对立事件是“SKIPIF1<0完全相同”,“SKIPIF1<0完全相同”包含三个基本事件:“SKIPIF1<0”………………………9分所以SKIPIF1<0………………………………12分18(1)证明:由SKIPIF1<0可得:SKIPIF1<0,设定点为SKIPIF1<0,则有:………………2分SKIPIF1<0故直线SKIPIF1<0恒过定点SKIPIF1<0………………………………6分(2)由(1)知,直线SKIPIF1<0恒过定点SKIPIF1<0,直线SKIPIF1<0被圆SKIPIF1<0截得的弦最长时,直线SKIPIF1<0过圆心SKIPIF1<0;直线SKIPIF1<0被圆SKIPIF1<0截得的弦最短时,直线SKIPIF1<0与直线SKIPIF1<0垂直………………8分直线SKIPIF1<0与直线SKIPIF1<0垂直时,SKIPIF1<0,从而可得直线SKIPIF1<0的斜率SKIPIF1<0由SKIPIF1<0可得:SKIPIF1<0此时SKIPIF1<0,弦长为SKIPIF1<0………………12分19解:(1)由概率和为1可得:SKIPIF1<0………………3分(2)区间SKIPIF1<0的概率和为SKIPIF1<0,则区间SKIPIF1<0中还需拿出概率SKIPIF1<0的区域才到达概率为SKIPIF1<0,即区间SKIPIF1<0要拿出SKIPIF1<0的区域,故中位数为SKIPIF1<0……………………………8分(3)分数段SKIPIF1<0SKIPIF1<0SKIPIF1<0SKIPIF1<0SKIPIF1<0SKIPIF1<0SKIPIF1<0SKIPIF1<0SKIPIF1<0SKIPIF1<05人40人30人20人SKIPIF1<05人20人40人25人根据上表知:SKIPIF1<0外的人数为:SKIPIF1<0………………12分20解由f(x)=eq\f(1,3x+eq\r(3))得f(0)+f(1)=eq\f(1,30+eq\r(3))+eq\f(1,31+eq\r(3))=eq\f(eq\r(3),3)………………2分f(-1)+f(2)=eq\f(1,3-1+eq\r(3))+eq\f(1,32+eq\r(3))=eq\f(eq\r(3),3)…………………………4分f(-2)+f(3)=eq\f(1,3-2+eq\r(3))+eq\f(1,33+eq\r(3))=eq\f(eq\r(3),3)…………………………6分归纳猜想一般性结论为f(-x)+f(1+x)=eq\f(eq\r(3),3)……………………8分证明:f(-x)+f(1+x)=eq\f(1,3-x+eq\r(3))+eq\f(1,31+x+eq\r(3))=eq\f(3x,1+eq\r(3)·3x)+eq\f(1,3x+1+eq\r(3))=eq\f(eq\r(3)·3x,3x+1+eq\r(3))+eq\f(1,3x+1+eq\r(3))=eq\f(eq\r(3)·3x+1,3x+1+eq\r(3))=eq\f(eq\r(3)·3x+1,eq\r(3)(eq\r(3)·3x+1))=eq\f(eq\r(3),3)……………………………12分21解:(1)直线SKIPIF1<0无斜率时,直线SKIPIF1<0的方程为S