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【单选题】
How much money does Yunling's mother give her every month?
A.
Three thousand yuan.
B.
One thousand yuan.
C.
Two thousand yuan.
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参考答案：
举一反三
【单选题】The radio, that most ________ of consumer electronic appliance, is about to enter a new age.
A.
ubiquitous
B.
distinctive
C.
unique
D.
original
【单选题】Why does Zachary think he can't be a good teacher?
A.
He doesn't like children.
B.
He thinks he is impatient.
C.
He thinks he can never understand children.
【单选题】Where will Jessica and her friends visit during the weekend?
A.
The Temple of Heaven.
B.
The Tiananmen Square.
C.
The Olympic Park.
【单选题】We are ________ a survey to find out what our customers think of their local bus service.
A.
revealing
B.
identifying
C.
conducting
D.
indicating
【单选题】How does Zachary's friend talk with his friends?
A.
He chats with them online every day.
B.
He goes out and meets them.
C.
He seldom talks with his friends.
【单选题】For vectors of size n, the optimal and worst-case time complexity for merge sorting is: 对于规模为n的向量，归并排序的最优、最坏时间复杂度分别为：
A.
$\Theta(n),\Theta(nlog_2n)$
B.
$\Theta(nlog_2n),\Theta(nlog_2n)$
C.
$\Theta(nlog_2n),\Theta(n^2)$
D.
$\Theta(n),\Theta(n^2)$
相关题目：
【单选题】The radio, that most ________ of consumer electronic appliance, is about to enter a new age.
A.
ubiquitous
B.
distinctive
C.
unique
D.
original
【单选题】Why does Zachary think he can't be a good teacher?
A.
He doesn't like children.
B.
He thinks he is impatient.
C.
He thinks he can never understand children.
【单选题】Where will Jessica and her friends visit during the weekend?
A.
The Temple of Heaven.
B.
The Tiananmen Square.
C.
The Olympic Park.
【单选题】We are ________ a survey to find out what our customers think of their local bus service.
A.
revealing
B.
identifying
C.
conducting
D.
indicating
【单选题】How does Zachary's friend talk with his friends?
A.
He chats with them online every day.
B.
He goes out and meets them.
C.
He seldom talks with his friends.
【单选题】For vectors of size n, the optimal and worst-case time complexity for merge sorting is: 对于规模为n的向量，归并排序的最优、最坏时间复杂度分别为：
A.
$\Theta(n),\Theta(nlog_2n)$
B.
$\Theta(nlog_2n),\Theta(nlog_2n)$
C.
$\Theta(nlog_2n),\Theta(n^2)$
D.
$\Theta(n),\Theta(n^2)$
参考解析：
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