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★ 반드시 학습질문 게시판 수칙을 지켜주세요.
- 김정호 선생님의 강의 및 교재와 기출문제 내에서만 질문해주세요. 타교재 또는 본인이 한 영작 또는 미드 등에서 가져온 영어 표현에 대한 질문은 답변하지 않음을 알려드립니다.
- 궁금한 문장의 전후 문장 역시 타이핑해주세요
- 하루 1개의 글에 1개씩, 1달에 5개 이내로 질문을 제한합니다. - 출처를 반드시 적어주세요!!
꼭 위 사항을 지켜주세요!!
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○ 질문출처 : 문법의신 고급반, 최우선 영어단어
질문은 김정호 선생님 강의 및 교재만 가능합니다! (공무원/편입은 기출문제까지 가능) 본인이 영작한 내용 등의 교정은 전문 영어교정업체에 의뢰해 주시기 바랍니다. 여기서는 교정업무를 하지 않습니다^^ 김정호 선생님 교재가 아닌 타 도서 및 미드등의 표현질문에는 답변하지 않습니다^^;; 또한, 단순 사전만 찾아도 알 수 있는 지식인 수준의 질문에는 답변치 않으며, 사전링크를 드리거나 사전을 참조하라는 답변만 제공되니...질문전 반드시 사전을 찾아보시고 질문 부탁드립니다^^ ━━━━━━━━━━━━━━━━━━━━━━ ○ 질문내용 : 존경하는 타미선생님 안녕하세요. 문법의신 강의와 교재를 보다가 질문드립니다. 문법의신 강의와 교재 내에서는(형식동사 파트) assure 동사의 용법을 소개할때 3형식으로 assure A of B 형태로 받거나, 4형식으로 assure 명사 + 명사절 이렇게만 가능하다고 되어있습니다. 즉, 직접목적어에 해당하는(B) 부분에는 명사절을 받거나, 직접적으로 명사를 받기 위해서는 전치사 of 를 매개해야 한다고 설명이 되어있습니다. (문법의신 구 교재 65p 아랫부분, 66p 윗부분)
그런데, 최우선 영어단어 강의와 교재에서 assure 동사 용법을 보면, assure는 직접목적어에 해당하는 부분에 직접적으로 명사를 받을 수 있다고 되어있습니다. (아래 예문과 함께) - Her achievement has assured her a place in the history books.
또한, Oxford Learner's Dictionaries 를 참고하면 거의 동일한 예문과 함께 역시 직접목적어에 해당하는 부분에 명사를 직접 받습니다. ![](data:image/png;base64,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질문의 요지는, 문법의신 교재 및 강의의 내용과 최우선 영어단어 교재 및 강의의 내용이 서로 상충하는 것인데, assure 동사의 직접목적어 자리에 명사를 직접 받을 수도 있다고 이해하면 되는 것인지 궁금합니다. 선생님 건강하시고 언제나 감사합니다.
내용을 적어주실때 설정된 폰트크기 그대로 사용 부탁드립니다! ━━━━━━━━━━━━━━━━━━━━━━ ※ 하루 1개의 글에 1개씩, 1달에 5개이내로 질문을 제한합니다. 본 질문 답변 서비스가 양질의 서비스가 되기 위해서, 과도한 질문을 하는 특정인을 위한 서비스가 아니라, 다양한 학생들의 질문을 들어야 한다는 것이 저희의 생각 입니다. 따라서, 질문의 개수 제한은 엄격하게 지켜나갈 예정이니 부디 기준을 지켜주시기 바라며, 사전만 찾아봐도 알 수 있는 질문 또는 본인이 영작한 내용이 맞는지 등에 대한 질문은 삼가 주시기 바랍니다....그동안은 일부 답변을 해왔지만, 앞으로는 철저히 답변치 않을 예정입니다. 학습질문 게시판의 질을 올리기 위한 부득이한 조치이 이해해 주시기 바랍니다. 감사합니다.
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