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Em tham khảo: https://vietjack.com/de-kiem-tra-lop-6/de-kiem-tra-hoc-ki-1-dia-li-6-2.jsp
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Thời tiết là trạng thái của các yếu tố khí tượng ( như độ ẩm, sương mù, mưa, nắng...) diễn ra tại một thời điểm nào đó trong năm. Khí hậu là các điều kiện khí tượng bình quân diễn ra trong khoảng thời gian dài và mang tính ổn định.
Thời tiết : là sự biểu hiện các đối tượng của một địa phương trong thời gian ngắn nhất định . ( luôn luôn thay đổi )
Khí hậu : là sự lặp đi lặp lại của tình hình thời tiết trong một thời gian dài và trở thành qui luật
Chắc chắn đó mình thi hk rồi !!!!!!!!!!!!!!!
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Bạn cứ đọc thuộc hết ghi hớ đi hoặc lên mạng tra..
Mình ko bắt buộc bạn vì đây chỉ là góp ý nho nhỏ cho bạn mà thui. Chúc bạn làm bài thành công nha !!!!
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Trái đất quay quanh trục từ đâu sang đâu?
Trái đất quay quanh trục một ngày mất bao nhiều giờ?
Tại sao hiện tượng ngày đêm lại lần lượt trên trái đất?
Cấu tạo lớp vỏ trái đất?
Cách tính giờ
Câu 1: Trình bày sự chuyển độngcủa Trái Đất quay quanh trục và nêu các hệ quả của nó.
Câu 2: Sự chuyển động của Trái Đất quanh Mặt Trời sinh ra hệ quả gì? Trình bày thời gian bắt đầu và kết thúc của các mùa.
Câu 3: Nêu đặc điểm núi già và núi trẻ.
Câu 4: Vẽ hình cấu tạo bên trong Trái Đất.
Câu 5: Vẽ các hướng chính trên bản đồ.
Câu 6: Theo em, nhiệt độ là tác động của nội lực hay ngoại lực? Vì sao?
Câu 7: So sánh bình nguyên và cao nguyên.
địa lí giữa HK1 và Lịch sữ cũng vậy
sử dấu hỏi![Cảnh Sát Chính Tả - Home | 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)