【单选题】【消耗次数:1】
What can I do for you, madam?
I want a kilo of apples
You can go your own way
Thanks
Excuse me. I’m busy
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相关题目
【单选题】 Excuse me. I don’t want to interrupt you but …
①  Can I help you?
②  Certainly, how dare you
③  It’s quite all right
④  Yes, you did
【单选题】 I’ m going to do all I can to____ the unpleasant impression you have of me.
①  move
②  remove
③  shift
④  transform
【单选题】 —Hello there, what can I do for you, sir?—_____________________.
①  I can do it myself.
②  No, youre welcome.
③  I would like to buy a pair of glasses.
④  Yes, thank you.
【单选题】 Excuse me, but can you tell me the way to the airport?
①  Don’t ask that
②  Sorry, I’m a stranger here
③  No, I can’t say that
④  No, you’re driving too fast
【单选题】 Can I help you with your suitcase?
①  I have no idea
②  No, no. I can carry it myself
③  That’s a good idea
④  Thank you. I can manage myself
【判断题】 A: What can I do for you, sir? B: Nothing.
①  正确
②  错误
【单选题】 21. Am I _____ your way? I can move over a bit and make room for you...
①  under
②  in
③  beyond
④  on
【单选题】 A: Is there anything I can do for you? B: [填空], there is something.
①  No, nothing
②  Well, now that you ask
③  Nothing I can think of
④  If you ask me
【单选题】 A: Can I help you? B: [填空]. Where do I pay my fees?
①  Thank you
②  As you please
③  Yes, you can
④  Yes, please
【单选题】 Can I help you with the bag?
①  No, no. I can take it myself
②  Thank you
③  Sorry, you can’t
④  No, I’m all right
随机题目
【多选题】 需求定理指出了需求量与价格呈反方向变动的关系,这是由于如下原因( )
①  替代效应的作用
②  消费者的偏好作用
③  政府政策作用
④  收入效应的作用
【单选题】 判断一个组织分权程度的主要依据是:
①  按地区设置多个区域性部门
②  设置多个中层的职能机构
③  管理幅度、管理层次增加
④  命令权的下放程度
【判断题】 <img class=jc-formula data-tex=\begin{ vmatrix } 3 \begin{ matrix } 0 0 \end{ matrix } \\ 2 \begin{ matrix } -5 2 \end{ matrix } \\ -7 \begin{ matrix } 2 1 \end{ matrix } \end{ vmatrix }=3\begin{ vmatrix } -5 2 \\ 2 -1 \end{ vmatrix } src=https://huaweicloudobs.ahjxjy.cn/28B8975C0852EE749D3C3C69740C1FC7.png style=vertical-align: middle;/>
①  正确
②  错误
【判断题】 方阵A的不同的特征值对应的特征向量可能线性相关,也可能线性无关。
①  正确
②  错误
【判断题】 <img class=jc-formula data-tex=n src=https://huaweicloudobs.ahjxjy.cn/6593C84B94B8062EB35F270378D7D9B6.png style=vertical-align: middle;/>阶方阵<img class=jc-formula data-tex=A src=https://huaweicloudobs.ahjxjy.cn/53F870B8D448BB3DB08A67264B6329F9.png style=vertical-align: middle;/>的两个不相等的特征值可能对应相同的特征向量
①  正确
②  错误
【判断题】 设随机变量<img class=jc-formula data-tex=\xi src=https://huaweicloudobs.ahjxjy.cn/C2EDB2E335663DD9541AAD0FF4E4B826.png style=vertical-align: middle;/>的分布列为<img class=jc-formula data-tex=P(\xi =i)=c{ \left( \frac { 2 }{ 3 } \right) }^{ i }, src=https://huaweicloudobs.ahjxjy.cn/79FE9E6A5AC668E6519D308D1A9F9CBB.png style=vertical-align: middle;/><img class=jc-formula data-tex=i=1,2,3 src=https://huaweicloudobs.ahjxjy.cn/50D187161D3FC5530CD56A759E354767.png style=vertical-align: middle;/>则<img class=jc-formula data-tex=c=\frac { 1 }{ 3 } src=https://huaweicloudobs.ahjxjy.cn/FF0839320DA666E28B76571B300B325B.png style=vertical-align: middle;/>
①  正确
②  错误
【判断题】 n阶矩阵A与它的转置矩阵<img class=jc-formula data-tex={ A }^{ T } src=https://huaweicloudobs.ahjxjy.cn/178232F88F2C6F03375305FE1EDCE58E.png style=vertical-align: middle;/>有相同的特征值
①  正确
②  错误
【单选题】 设随机变量<img class=jc-formula data-tex=\xi src=https://huaweicloudobs.ahjxjy.cn/C2EDB2E335663DD9541AAD0FF4E4B826.png style=vertical-align: middle;/>的密度函数为<img class=jc-formula data-tex=p(x)=\left\{ 0,\quad \quad \quad x\le 0\\ c{ e }^{ -\lambda x },\quad \quad x0 \right ,(\lambda 0) src=https://huaweicloudobs.ahjxjy.cn/EDDBFE77C6CE3B3267B70F323630E24F.png style=vertical-align: middle;/>则常数c=( )
①  <img class=jc-formula data-tex=\lambda src=https://huaweicloudobs.ahjxjy.cn/14C3B57DF5E84C1472D22AC460DC2BA0.png style=vertical-align: middle;/>
②  <img class=jc-formula data-tex=\frac { 1 }{ 2 } \lambda src=https://huaweicloudobs.ahjxjy.cn/3DF7DD7BC32621BD9C838B9AD1A5422E.png style=vertical-align: middle;/>
③  <img class=jc-formula data-tex=2\lambda src=https://huaweicloudobs.ahjxjy.cn/A6FCED15AAB41BEC84F04394B27A4DB6.png style=vertical-align: middle;/>
④  <img class=jc-formula data-tex=\frac { 1 }{ \lambda } src=https://huaweicloudobs.ahjxjy.cn/A18201C9B6B21790311E87C396F0B8F3.png style=vertical-align: middle;/>
【单选题】 向量组<img class=jc-formula data-tex={ (1,2,3,4) }^{ T } src=https://huaweicloudobs.ahjxjy.cn/2652754DD61102EFC1DF71ABF03BCC87.png style=vertical-align: middle;/>,<img class=jc-formula data-tex={ (0,1,2,3) }^{ T } src=https://huaweicloudobs.ahjxjy.cn/ED7A173FAC96D72DA4042C3E30CD267A.png style=vertical-align: middle;/>,<img class=jc-formula data-tex={ (0,0,1,2) }^{ T } src=https://huaweicloudobs.ahjxjy.cn/4CCCDF2BC8465281B60F4052490FE368.png style=vertical-align: middle;/>,<img class=jc-formula data-tex={ (0,0,0,1) }^{ T } src=https://huaweicloudobs.ahjxjy.cn/82BB8807726A431C9157FD3E965FFBF1.png style=vertical-align: middle;/>的秩是
①  1
②  2
③  3
④  4
【单选题】 设<img class=jc-formula data-tex=A=\left[ 1\quad 0\quad 1\\ 0\quad 2\quad 0\\ 1\quad 0\quad 1 \right] src=https://huaweicloudobs.ahjxjy.cn/45C80E291E43563983F1CF54A76B7E67.png style=vertical-align: middle;/>,且<img class=jc-formula data-tex=n\ge 2 src=https://huaweicloudobs.ahjxjy.cn/AAC68618329E58AC3053346FF14CBE9C.png style=vertical-align: middle;/>,则<img class=jc-formula data-tex={ A }^{ n }-2{ A }^{ n-1 }=(\quad \quad \quad )\quad src=https://huaweicloudobs.ahjxjy.cn/66ADC57FE729F5FB41545F102834ABF2.png style=vertical-align: middle;/>
①  0
②  2E
③  E
④  3E