若方程组 ) 7(x)_(1)+8(x)_(2)+9(x)_(3)=0 -(x)_(2)+2(x)_(3)=0 2(x)_(2)+t(x)_(3)=0 .=
1.证明下列各式:-|||-(1) -(x)^2=0(x)(xarrow 0);-|||-(2) sin sqrt (x)=O((x)^dfrac (3{2)}
1、方程 =(e)^2x-y ,y(0)=0 的解为 __-|||-(A ) (e)^y=(e)^2x+1 (B ) ^y=(Ce)^2x+x-|||-(C )
过点 A ( -1 , 2 ) , B ( 0 , 4 ) 的直线方程为 ( )A 2 x + y + 4 = 0 B 2 x - y + 4 = 0 C-
2.用适当的符号填空:-|||-(1)a __ a,b,c ;;-|||-(2)0 __ x|{x)^2=0} ;-|||-(3)times __ xi
[题目]-|||-(2014·北京卷)已知集合 = x|{x)^2-2x=0} , = 0,-|||-1,2),则 cap B=()-|||-A.(0)B.(
某学生解方程3x2-x-2=0的步骤如下:解:3x2-x-2=0→x2-(1)/(3)x-(2)/(3)=0,①→x2-(1)/(3)x=(2)/(3),②→(
已知f(x)=x^2-2x-1,方阵A的特征根为1,0,-1,则f(A)的特征根为 A -2,-1,2 B -2,-1,-2 C 2,1,-2 D 2,0,-2
设集合A=(-2,-1,0,1,2),B=(x|0≤x<(5)/(2)),则A∩B=( )A. {0,1,2}B. {-2,-1,0}C. {0,1}D. {
5.微分方程 ^m=0 的通解为 __ -|||-(A) =(c)_(1)(x)^2+(c)_(2)x; (B) =(c)_(1)x+(c)_(2) : (C)