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Câu hỏi:

07/09/2022 127

Which of the following statements is NOT true?

A. The San Andreas fault is two miles deep.

B. Scientists in the U.S. found slips in the fault in the 1980’s.

Đáp án chính xác

C. Earthquakes occur about every 22 years along the San Andreas Fault.

D. The slip at a fault can predict when the fault will break.

 Xem lời giải

Trả lời:

verified Giải bởi Vietjack

Chọn đáp án B

Khẳng định nào sau đây là KHÔNG đúng?

A. Chỗ đứt gãy San Andreas là hai dặm sâu.

B. Các nhà khoa học ở Hoa Kỳ tìm thấy vết trượt trong chỗ đứt gãy vào những năm 1980.

C. Động đất xảy ra khoảng 22 năm một lần dọc theo đứt gãy San Andreas.

D. Sự trượt ở chỗ đứt gãy có thể dự đoán được khi chỗ đứt gãy sẽ đứt vỡ ra.

=> Theo thông tin trong đoạn văn như sau:

+ Đáp án A: “At first the event seemed random but scientists drilled deeper. By 2005 they reached the bottom of the fault, two miles down, and found something.” (Lúc đầu, sự kiện này có vẻ ngẫu nhiên nhưng các nhà khoa học đã khoan dò sâu hơn. Đến năm 2005 họ chạm đến đáy của chỗ đứt gãy, sâu xuống hai dặm, và tìm thấy một cái gì đó.)

+ Đáp án C: “Research in the U.S. may support Kato’s theory. In Parkfield, California earthquakes occur about every 22 years on the San Andreas fault.”

(Nghiên cứu ở Hoa Kỳ có thể hỗ trợ lý thuyết của Kato. Ở Parkfield, California, các trận động đất xảy ra khoảng 22 năm một lần trên đứt gãy San Andreas.)

+ Đáp án D: “But a colleague, Naoyuki Kato, adds that laboratory experiments indicate that a fault slips a little before it breaks. If this is true, predictions can be made based on the detection of slips. If this is true, predictions can be made based on the detection of slips.”

(Nhưng một đồng nghiệp, Naoyuki Kato, nói thêm rằng các thí nghiệm trong phòng thí nghiệm chỉ ra rằng một chỗ đứt gãy trượt một chút trước khi nó sẽ đứt vỡ ra. Nếu điều này là đúng, các dự đoán có thể được thực hiện dựa trên việc phát hiện các vết trượt. Nếu điều này là đúng, các dự đoán có thể được thực hiện dựa trên việc phát hiện các vết trượt.)

=> Bằng phương pháp loại trừ, ta chọn B.

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