Cho đồ thị hàm số y=f(x) . diện tích hình phẳng (p...
Câu hỏi: Cho đồ thị hàm số y=f(x) . diện tích hình phẳng (phần tô đậm trong hình) là:![](data:image/png;base64,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)
A. \(S = \int\limits_{ - 3}^4 {f(x)dx} \)
B. \(S = \int\limits_0^{ - 3} {f(x)dx} + \int\limits_0^4 {f(x)dx} \)
C. \(S = \int\limits_{ - 3}^1 {f(x)dx} + \int\limits_1^4 {f(x)dx} \)
D. \(S = \int\limits_{ - 3}^0 {f(x)dx} - \int\limits_0^4 {f(x)dx} \)
Câu hỏi trên thuộc đề trắc nghiệm
Đề thi HK2 môn Toán 12 Trường THPT Tam Quan năm học 2017 - 2018