2025년6월고3모의고사변형문제(37번) [모의고사변형문제월드 미키박영어]

2025년6월고3모의고사변형문제(37번)와 정답자료가 필요하시다고요?

 

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오늘은 2025년6월고3모의고사변형문제(37번)와 정답자료를 제공해 드립니다.

 

모의고사변형문제월드 미키박영어

 

 

 

좋은 내신 성적은 진심에서 나오는 거 아시죠?

 

37번 지문에 대한 완벽한 이해는 기본이죠?

 

 

미키박영어 2025년6월고3모의고사37번해설

 

 

 

37번 내용 확실히 익히셨으리라 믿고,

 

변형문제 도전 시작합니다!

 

 

 

 

Here we go!

 

 

 

 

 

2025년6월고3모의고사변형문제(37번) 

1. 다음 밑줄 친 부분 중 어법상 틀린 것은?

 

A good example of chaos is the magnetic pendulum sold as an executive toy. It has four magnets arranged in a square at the base and a pendulum that swings back and forth between them.  Release the pendulum and note the magnets that it visits, and in what order. If the pendulum is released from the same position a second time, the pattern of movement may at first ①be the same but soon it will become completely different. In fact, the pattern of its movement is chaotic. No matter how much care ②is taken to start the pendulum in the same position, it will visit an entirely different set of points on the two occasions. Chaotic systems are generated by iteration, ③despite not all iteration leads to chaos.  In order to produce chaos, the iteration has to be within what is called a nonlinear system. Nor are all nonlinear systems chaotic: to become so they need to ④be pushed beyond a certain point, called a bifurcation. Before that point is reached they may behave in a quite ⑤orderly fashion. 
* pendulum: 추(錘) ** iteration: 반복 *** bifurcation: 분기(分岐)

 

 

 

정답은?

 

 

 

 

 

 

 

 

③despite -> though

despite 는 '~에도 불구하고' 라는 전치사입니다.

전치사 + 목적어(명사류)죠?

 

though 는 '비록 ~이지만' 이라는 부사절 접속사입니다.

부사절 접속사 + 완전문(주어 + 동사~) 죠?

 

본문에서는 주어 + 동사 ~ 가 보이죠? 그래서 though 가 옳습니다.

 

양보의 부사절 접속사 및 전치사

 

 

2025년6월고3모의고사변형문제(37번) 

2 다음 밑줄 친 부분 중 문맥상 어색한 것은? (원문 일부 변형 문제입니다.)

 

A good example of chaos is the magnetic pendulum sold as an executive toy. It has four magnets arranged in a square at the base and a pendulum that swings back and forth between them. Release the pendulum and note the magnets that it visits, and in what order. If the pendulum is released from the ①identical position a second time, the pattern of movement may at first be the same but soon it will become completely different. In fact, the pattern of its movement is chaotic. No matter how much care is taken to start the pendulum in the same position, it will visit an entirely ②distinct set of points on the two occasions. Chaotic systems are ③produced by iteration, though not all iteration leads to chaos. In order to produce chaos, the iteration has to be within what is called a nonlinear system.Nor are all nonlinear systems chaotic: to become so they need to be ④driven beyond a certain point, called a bifurcation. Before that point is reached they may behave in a quite ⑤careless fashion. 

 

정답은?

 

 

 

 

 

→ 정답: ⑤ careless

정답 해설
⑤ careless (부주의한, 산만한) → 원문 단어: orderly

문장에서는 비선형 시스템이 혼돈 상태에 도달하기 전까지는 질서 있고 예측 가능한 방식으로 움직일 수 있다는 것을 설명하고 있습니다.
즉, ‘질서 정연한’이라는 의미의 orderly가 가장 적절한 단어입니다.

그러나 careless는 주의가 부족한, 산만한, 무질서한이라는 의미를 가지며,
혼돈으로 진입하기 전의 안정적이고 체계적인 시스템을 설명하는 데는 정반대의 성격을 지닌 단어입니다.
따라서 문맥상 확연히 어색하며, 정답으로 명확하게 구별됩니다.

적절한 대체어: orderly, regular, predictable

 

부적절한 어휘: careless, sloppy, messy

 

 다른 보기 해설
① identical → 원문: same

동일한 위치에서 시작한다는 의미로 자연스럽습니다.

② distinct → 원문: different

서로 다른 위치 집합을 나타내는 데 적절한 대체어입니다.

③ produced → 원문: generated

반복(iteration)을 통해 혼돈이 발생한다는 맥락에 맞는 유의어입니다.

④ driven → 원문: pushed

비선형 시스템이 혼돈 상태로 가기 위해 특정 한계를 넘어서야 한다는 설명에 적절하게 쓰였습니다.

 

 

 

2025년6월고3모의고사변형문제(37번) 

3. 다음 글의 주제로 가장 알맞은 것은?

 

A good example of chaos is the magnetic pendulum sold as an executive toy. It has four magnets arranged in a square at the base and a pendulum that swings back and forth between them. Release the pendulum and note the magnets that it visits, and in what order. If the pendulum is released from the same position a second time, the pattern of movement may at first be the same but soon it will become completely different. In fact, the pattern of its movement is chaotic. No matter how much care is taken to start the pendulum in the same position, it will visit an entirely different set of points on the two occasions. Chaotic systems are generated by iteration, though not all iteration leads to chaos. In order to produce chaos, the iteration has to be within what is called a nonlinear system. Nor are all nonlinear systems chaotic: to become so they need to be pushed beyond a certain point, called a bifurcation. Before that point is reached they may behave in a quite orderly fashion.  
* pendulum: 추(錘) ** iteration: 반복
*** bifurcation: 분기(分岐) 

① The magnetic pendulum is a useful educational tool for teaching physics.
② Nonlinear systems are predictable until they interact with magnetic fields.
③ Chaotic behavior can result from iteration in certain nonlinear systems.
④ All nonlinear systems eventually exhibit chaotic patterns.
⑤ Magnetic pendulums are more sensitive than other types of pendulums.

정답은?

 

 

 

 

 

 

정답: ③

해설
지문의 중심 주제는 다음과 같습니다:

**혼돈(chaos)**의 개념을 **자기 펜듈럼(magnetic pendulum)**을 예로 들어 설명하고 있습니다.

단순 반복(iteration)만으로는 혼돈이 생기지 않으며, **비선형 시스템(nonlinear system)**에서 특정 **분기점(bifurcation)**을 넘어야 혼돈이 발생한다고 강조합니다.

즉, 일부 비선형 시스템에서 반복이 혼돈을 유발할 수 있다는 것이 핵심 메시지입니다.

보기 분석
① The magnetic pendulum is a useful educational tool for teaching physics.
→ 교육적 도구로서의 유용성은 언급되지 않음  

② Nonlinear systems are predictable until they interact with magnetic fields.
→ 자장(magnetic field)과의 상호작용 언급 없음  

③ Chaotic behavior can result from iteration in certain nonlinear systems.
→ 일부 비선형 시스템에서 반복을 통해 혼돈이 발생할 수 있다  

④ All nonlinear systems eventually exhibit chaotic patterns.
→ 모든 비선형 시스템이 혼돈을 보인다고는 하지 않음  
(지문에서는 “not all nonlinear systems chaotic”이라고 명시)

⑤ Magnetic pendulums are more sensitive than other types of pendulums.
→ 다른 펜듈럼과의 비교 없음  

 

 

 

2025년6월고3모의고사변형문제(37번) 

 

4. 다음 빈칸에 들어갈 가장 알맞은 것은? (원문 일부 변형 문제입니다.)

 

A good example of chaos is the magnetic pendulum sold as an executive toy. It has four magnets arranged in a square at the base and a pendulum that swings back and forth between them. Release the pendulum and note the magnets that it visits, and in what order. If the pendulum is released from the same position a second time, the pattern of movement may at first be the same but soon it will become completely different. In fact, the pattern of its movement is chaotic. 
No matter how much care is taken to start the pendulum in the same position, it will visit an entirely different set of points on the two occasions. Chaotic systems are generated by iteration, though not all iteration leads to chaos. In order to produce chaos, the iteration has to be within what is called a nonlinear system. Nor are all nonlinear systems chaotic: ________________ called a bifurcation. 
① they always follow predictable and linear patterns
② chaos only happens in magnetic or mechanical systems
③ their behavior depends solely on external forces
④ to become so they need to be pushed beyond a certain point
⑤ most nonlinear systems are considered stable and cyclic

 

정답은?

 

 

 

 

 

 

 

정답
④ to become so they need to be pushed beyond a certain point

해설
문맥상 빈칸 앞에는 "Nor are all nonlinear systems chaotic:"라는 내용이 나옵니다.
즉, "모든 비선형 시스템이 혼란스러운 것은 아니다."라는 뜻이고,
그다음 문장에서 이어질 내용은 비선형 시스템이 혼란스러워지기 위해 필요한 조건을 설명해야 합니다.
정답인 ④번은 "to become so they need to be pushed beyond a certain point"으로,
"혼란스러워지기 위해서는 일정한 분기점(bifurcation)을 넘어야 한다"는 지문의 핵심 내용과 일치합니다.

어휘 정리
영어 표현 한국어 뜻
pendulum 추(錘), 진자
iteration 반복
nonlinear system 비선형 시스템
bifurcation 분기점, 분기
chaotic 혼돈 상태의, 예측 불가능한
pattern of movement 움직임의 양상
release the pendulum 추를 놓다
entirely different set 완전히 다른 집합

 

 

 

2025년6월고3모의고사변형문제(37번) 

5. 다음 글의 내용을 한 문장으로 요약하고자 한다. 빈칸 (A), (B)에 들어갈 말로 가장 적절한 것은?

 

A good example of chaos is the magnetic pendulum sold as an executive toy. It has four magnets arranged in a square at the base and a pendulum that swings back and forth between them. Release the pendulum and note the magnets that it visits, and in what order. If the pendulum is released from the same position a second time, the pattern of movement may at first be the same but soon it will become completely different. In fact, the pattern of its movement is chaotic. No matter how much care is taken to start the pendulum in the same position, it will visit an entirely different set of points on the two occasions. Chaotic systems are generated by iteration, though not all iteration leads to chaos. In order to produce chaos, the iteration has to be within what is called a nonlinear system. Nor are all nonlinear systems chaotic: to become so they need to be pushed beyond a certain point, called a bifurcation. Before that point is reached they may behave in a quite orderly fashion. 

↓

Chaos emerges when a repeated process occurs within a (A)____________ system that is pushed beyond a (B)__________.
      (A)            (B)
① linear / phase
② repetitive / pattern
③ deterministic / disruption
④ stable / margin
⑤ nonlinear / bifurcation  

 

정답은?

 

 

 

 

 

✅ 정답: ⑤ nonlinear / bifurcation
✨ 정답 해설:
nonlinear: 본문에서 "the iteration has to be within what is called a nonlinear system"이라는 문장에서 직접 언급됨. 혼돈은 선형이 아닌 비선형 시스템에서 발생할 수 있다.

bifurcation: "called a bifurcation"이라는 문장에서 알 수 있듯, 혼돈으로 넘어가는 전환점을 나타내는 핵심 용어이다.

나머지 보기는 본문 내용과 맞지 않거나 전문적 요지를 벗어난 표현임.

 

 

 

 

 

 

지금까지 모의고사변형문제월드 목동 미키박영어의

2025년6월고3모의고사변형문제(37번)와 정답자료였습니다.

 

2025년6월고3모의고사변형문제(38번)와 정답자료도 확인해보실까요?

 

 

 

이 외에도

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정말 많은 모의고사 변형문제 자료들을 무료로 활용하실 수 있습니다.

 

 

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