Biểu đồ hình quạt sau đây cho biết tỉ số phần trăm...
Câu hỏi: Biểu đồ hình quạt sau đây cho biết tỉ số phần trăm học sinh tham gia các môn thể thao của một trường tiểu học. Hãy đọc tỉ số phần trăm của các môn thể thao đó, lần lượt là: Bóng Rổ, Cầu Lông, Bóng Bàn, Bơi![](data:image/png;base64,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)
A Bóng Rổ, Cầu Lông, Bóng Bàn, Bơi: 11%, 28%, 49%,12%
B Bóng Rổ, Cầu Lông, Bóng Bàn, Bơi: 11%, 28%, 12%, 49%
C Bóng Rổ, Cầu Lông, Bóng Bàn, Bơi: 11%, 12%, 49%, 28%
D Bóng Rổ, Cầu Lông, Bóng Bàn, Bơi: 28%, 12%, 49%, 11%,
Câu hỏi trên thuộc đề trắc nghiệm
- Biểu đồ hình quạt (có lời giải chi tiết)