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(B)
Art and science may seem like completely separate subjects, but Robert Lang has proven how connected they truly are. Robert was once one of NASA’s leading researchers. He studied lasers and developed 46 patents (专利). But he is better known today for creating some of the most intricate origami figures (复杂的折纸人物) the world has seen!
Robert has discovered that each discipline can be applied to (应用于) others in really helpful and surprising ways. For example, he connected physics with his love for folding patterns (折叠方式) while he was at NASA, only his materials going beyond paper. His creative designs have been used in satellite dishes, rockets and even car airbags!
In 2001, Robert left his job to become an artist, but he didn’t leave his scientific knowledge behind! Now, he is still happily applying mathematical equations (数学方程) to paper folds, bringing seemingly impossible shapes to life. Many of his pieces include thousands of folds! Robert says that Maths opens up a world of possibilities. To him, there is no better feeling than running into a problem and using his knowledge to solve it.
“For me, the driving force is that there is always something new to try — a new problem, a new subject, and a new shape that I didn’t think I was able to create before,” Robert said. “And each time I solve a problem, I get this wonderful feeling, and I want more of those feelings.”
( ) 6. What has made Robert famous in recent years?
A. His laser patents.
B. His origami creations.
C. His achievements in NASA.
D. His gift for science.
( ) 7. The underlined word “discipline” in Paragraph 2 has the closest meaning to ______.
A. skill
B. method
C. subject
D. knowledge
( ) 8. What can we infer from Paragraph 3?
A. No one can go beyond Robert’s origami.
B. People with good Maths knowledge are good at origami.
C. Robert turns the objects in life into origami works.
D. Robert’s origami needs the help of mathematical application.
( ) 9. According to the passage, we can know that ______.
A. interest is the best teacher in life
B. the use of knowledge has no boundary
C. completing the self challenge makes one better
D. only those who find beauty can create beauty
Art and science may seem like completely separate subjects, but Robert Lang has proven how connected they truly are. Robert was once one of NASA’s leading researchers. He studied lasers and developed 46 patents (专利). But he is better known today for creating some of the most intricate origami figures (复杂的折纸人物) the world has seen!
Robert has discovered that each discipline can be applied to (应用于) others in really helpful and surprising ways. For example, he connected physics with his love for folding patterns (折叠方式) while he was at NASA, only his materials going beyond paper. His creative designs have been used in satellite dishes, rockets and even car airbags!
In 2001, Robert left his job to become an artist, but he didn’t leave his scientific knowledge behind! Now, he is still happily applying mathematical equations (数学方程) to paper folds, bringing seemingly impossible shapes to life. Many of his pieces include thousands of folds! Robert says that Maths opens up a world of possibilities. To him, there is no better feeling than running into a problem and using his knowledge to solve it.
“For me, the driving force is that there is always something new to try — a new problem, a new subject, and a new shape that I didn’t think I was able to create before,” Robert said. “And each time I solve a problem, I get this wonderful feeling, and I want more of those feelings.”
( ) 6. What has made Robert famous in recent years?
A. His laser patents.
B. His origami creations.
C. His achievements in NASA.
D. His gift for science.
( ) 7. The underlined word “discipline” in Paragraph 2 has the closest meaning to ______.
A. skill
B. method
C. subject
D. knowledge
( ) 8. What can we infer from Paragraph 3?
A. No one can go beyond Robert’s origami.
B. People with good Maths knowledge are good at origami.
C. Robert turns the objects in life into origami works.
D. Robert’s origami needs the help of mathematical application.
( ) 9. According to the passage, we can know that ______.
A. interest is the best teacher in life
B. the use of knowledge has no boundary
C. completing the self challenge makes one better
D. only those who find beauty can create beauty
答案
B
; C
; D
; B
; C
; D
; B
