Cho hàm số \(y = f\left( x \right)\) có đồ thị như...
Câu hỏi: Cho hàm số \(y = f\left( x \right)\) có đồ thị như hình vẽ. Diện tích hình phẳng phần tô đậm trong hình vẽ là ![](data:image/jpeg;base64,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)
A \(S = \int\limits_{ - \,2}^0 {f\left( x \right){\rm{d}}x} + \int\limits_0^2 {f\left( x \right){\rm{d}}x} .\)
B \(S = \int\limits_0^{ - \,2} {f\left( x \right){\rm{d}}x} + \int\limits_0^1 {f\left( x \right){\rm{d}}x} .\)
C \(S = \int\limits_{ - \,2}^0 {f\left( x \right){\rm{d}}x} - \int\limits_0^1 {f\left( x \right){\rm{d}}x} .\)
D \(S = \int\limits_{ - \,2}^1 {f\left( x \right){\rm{d}}x} .\)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi online - Ứng dụng tích phân tính diện tích hình phẳng Có lời giải chi tiết.