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—______ of them knows Japanese, so I have to ask a third person for help.
―You’d better ask Tom for help. He is good at Japanese.
A. Neither B. All C. Both D. None
九年级英语单项填空中等难度题查看答案及解析
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_____ of them knows French, so I have to ask a fourth person for help.
A. Neither B. Either C. Both D. None
九年级英语单项填空中等难度题查看答案及解析
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_______ of them knows French, so I have to ask a fourth person for help.
A. Neither B. Either C. Both D. None
九年级英语单项填空中等难度题查看答案及解析
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Mr. Brown Ms White knows French，so I have to ask a third person for help.
A. Both；and B. Neither；nor C. Either；or
九年级英语单项填空简单题查看答案及解析
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____Lucy ____Lily knows French, so I have to ask a third person for help.
A. Neither; nor
B. Not only; but also
C. Either; or
九年级英语单项填空中等难度题查看答案及解析
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--- ________ of them knows the answer. What can we do now? --- Let’s ask a third boy for help.
A．Both B．Either C．Neither D．None
九年级英语单项填空中等难度题查看答案及解析
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_______of them can work out the problem, so I have to turn to a third person for help.
A. None B. Either C. Both D. Neither
九年级英语单项填空中等难度题查看答案及解析
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— ________of them knows the answer. What can we do now?
— Let’s ask a third boy for help.
A.Both B.Either C.Neither
九年级英语单选题中等难度题查看答案及解析
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Have you ever dreamed of meeting top scientists in person? If so, what would you like to ask them?
For Tan Fanglin, a 15-year-old girl from No. 2 High School of East China Normal University in Shanghai, her dream of meeting top scientists has already come true.
In October, she attended the World Laureates Forum(世界顶尖科学家论坛) for a second time, which had attracted(吸引) 44 Nobel Prize winners and 21 other world-class prize winners. Tan was by far the youngest among the scientists invited to be at the meeting of the world’s sharpest minds. Her discovery about the relationship between the Fibonacci sequence and Bezout numbers(非波那契数列与贝祖数的估计) has won her many prizes in youth innovation competitions in China.
From a very young age, Tan has always been fascinated by mathematics (maths). It was her father, a mathematics teacher in East China Normal University, who largely inspired(使产生，激发) young Tan Fanglin with the interest in mathematics. But she had not taken part in any Mathematics Olympiad exams before, which she finds will be a waste of time.
According to Xu Jun, Tan’s head teacher from her middle and high school, she doesn’t take after-school classes or too many exercises. Her mastering of Further Mathematics and her good grades in school are thanks to the right study method. Her mother told Guangming Daily that Tan always treats studying and life with a positive mindset so she can feel happy while studying.
Attending this forum enabled Tan to learn more from top scientists. She even got the chance to talk with Gero Miesenbock, the 2019 Warren Alpert Foundation Prize winner and the founder of optogenetics(光遗传学).
1.We can learn about Tan Fanglin EXCEPT ________.
A.this is not her first time to attend the World Laureates Forum
B.she has been very interested in maths since she was very young
C.she has lots of after-school courses and exercises to get good grades.
2.According to the text, what makes Tan achieve great success in Further Mathematics?
A.Her correct way to learn. B.Her mother’s influence. C.Her positive mindset.
3.What does the underlined word “positive” in Paragraph 6 mean in Chinese?
A.负面的 B.严谨的 C.积极的
4.What might the writer talk about in the next paragraph of the story?
A.The great achievements that Gero Miesenbock has made so far.
B.The communication between Tan Fangling and Gero Miesenbock.
C.Gero Miesenbock s opinions on being famous at a very young age.
5.The best title for this passage is ________.
A.Top Minds Inspire Middle School Student
B.Tan Fanglin’s Ways to Be a Young Scientist
C.The World Laureates Forum Held in Shanghai
九年级英语阅读单选困难题查看答案及解析
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of them could help to solve the trouble, so we had to turn to a third person for help.
A. None B. Either C. Both D. Neither
九年级英语单选题中等难度题查看答案及解析