Câu 1. Phát biểu nào sau đây là đúng?A. Mỗi bài toán chỉ có duy nhất một thuật toán để giải.B. Trình tự thực hiện các bước trong thuật toán không quan trọng.C. Trong thuật toán, với dữ liệu đầu vào luôn xác định được kết quả đầu ra.D. Một thuật toán có thể không có đầu vào và đầu ra.Câu 2. Cho sơ đồ khối sau a) Sơ đồ khối thể hiện cấu trúc đặc điểm nào?A. Cấu trúc rẽ nhánh dạng đủB. cấu trúc rẽ nhánh dạng thiếuC. Cấu trúc lặpD. Cấu trúc tuần tựb) Bạn An được 8 điểm. T...
Đọc tiếp
Câu 1. Phát biểu nào sau đây là đúng?
A. Mỗi bài toán chỉ có duy nhất một thuật toán để giải.
B. Trình tự thực hiện các bước trong thuật toán không quan trọng.
C. Trong thuật toán, với dữ liệu đầu vào luôn xác định được kết quả đầu ra.
D. Một thuật toán có thể không có đầu vào và đầu ra.
Câu 2. Cho sơ đồ khối sau
![](data:image/png;base64,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)
a) Sơ đồ khối thể hiện cấu trúc đặc điểm nào?
A. Cấu trúc rẽ nhánh dạng đủ
B. cấu trúc rẽ nhánh dạng thiếu
C. Cấu trúc lặp
D. Cấu trúc tuần tự
b) Bạn An được 8 điểm. Theo em, bạn nhận được thông báo gỉ?
A. Không nhận được thông báo.
B. “Bạn cố gắng hơn nhẻ!",
C. “Chúc mừng bạn!".
D. “Chúc mừng bạn! Bạn cố gắng hơn nhé!".