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)
Hướng dẫn giải bài tập sách giáo khoa Toán lớp 3: Chia số có
bốn chữ số với số có một chữ số
Hướng dẫn giải bài Chia số có bốn chữ số với số có một chữ số tiếp (bài 1, 2, 3
SGK Toán lớp 2 trang 117)
Bài 1: (Hướng dẫn giải bài tập số 1 SGK)
Tính
Hướng dẫn giải
Đáp án lần lượt là: 2431, 1123, 724
Bài 2: (Hướng dẫn giải bài tập số 2 SGK)
Có 1648 gói bánh được chia đều vào 4 thùng. Hỏi mỗi thùng có bao nhiêu gói
bánh?
Hướng dẫn giải
Mỗi thùng có số gói bánh là:
1648 : 4 = 412 (gói bánh)
Đáp số 412 gói bánh
Bài 3: (Hướng dẫn giải bài tập số 3 SGK)
Tìm x:
a) x × 2 = 1846
b) 3 × x = 1578
Hướng dẫn giải