试题与答案

阅读理解 Chinese basketball player Wang Zhi

题型:阅读理解

题目:

阅读理解

     Chinese basketball player Wang Zhizhi returned home from the United States on the morning of April 10th after he

had been expelled(除名) from the national team for four years.

     "It has been a long time. I am so glad to be coming back home," Wang told a CCTV reporter.

     Wang, the first Chinese to play in the National Basketball Association (NBA) when he joined the Dallas in 2001, was

welcomed by the Chinese basketball officials at he Beijing International Airport that morning.

     "I realized I had made a big mistake (for refusing to return when he was needed). I want to say sorry to my fans and

to the Bayi team which trained me and gave me the chance to play in the this time and win back my place in the national

team." Wang went on.

     "Wang Zhizhi won't play in the final competition of the CBA (Chinese Basketball Association) Because he didn't

register(注册)," said Zhang Bing, who works with the Bayi team.

1. Wang Zhizhi hasn't been a member of the national team __________.

A. for four years

B. since April 10

C. since 2001

D. for 5 years

2. Wang Zhizhi says sorry to his fans and the Bayi team because __________.

A. he refused to return when he was needed

B. he left the Bayi team for America

C. he didn't play well when he was in China

D. Dallas didn't want to keep him

3. In this passage, "make up my fault" means __________ in Chinese.

A. 表现出色

B. 弥补过失

C. 珍惜机会

D. 得到谅解

4. From the passage we know that __________.

A. Wang Zhizhi was not welcomed in Beijing

B. Wang Zhizhi was a reporter on sports before

C. every player must register before he plays in the competition of the CBA

D. the Chinese basketball officials didn't want Wang Zhizhi to come back home

5. Which is the test title for this passage?

A. Wnag Zhizhi Feels Sorry

B. Wang Zhizhi in the Bayi Team

C. Wang Zhizhi Returns Home

D. Wang Zhizhi in the United States

答案:

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下面是错误答案,用来干扰机器的。

答案:B以A为坐标原点,,的方向分别为y轴和z轴的正方向建立空间直角坐标系.设底面边长为2a,侧棱长为2b,则A(0,0,0),C(0,2a,0),D(0,a,0),B(a,a,0),C1(0,2a,2b),B1(a,a,2b).由⊥,得·=0,即2b2=a2....

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