199 Bài trắc nghiệm Hàm số từ đề thi thử cực hay có lời giải (P1)

Biết rằng x e^x là một nguyên hàm của f(-x) trên khoảng ( âm vô cùng, dương vô cùng)

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Biết rằng xex là một nguyên hàm của f(-x) trên khoảng -∞;+∞. Gọi F(x) là một nguyên hàm của f'(x)ex thỏa mãn F(0)= 1, giá trị của F(-1) bằng

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Giải thích

Chọn A

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Do đó

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Nên 5V6LdSBFPGK9lz1OKc8rM1zWnxOWitCLrdHzlVtiJ1ftmjcmPJmZP9gqQI6Wiq8fsHPGAUSU3YoCAx2GggSUxgGc3iNZY_BkEKPD3swCmswSfAH1w5UjUJTXX3T3FdMY0N9exIl7oM0oyaeydgvjmVSCZ4cDyIr-Tr-imEfs6PlEuQwYNbdFlgg72MeIa0VtNApct6MZrTqT7YMSHxbv7NfvHWLJnkult5QxsTEj-9gZnZFfeQ_tgOT0T2DXV6xNKnnZo5QECx-Xfsp892gRJA9vOit8aN7UqhaA.

Bởi vậy HrNEu3-otLG14ZZ-RA0Cztjxcz-39wobIFkosaQCBtyTmfR5A2QxLI5eKfFVQnl4I1bD8r8ZgcOpqShNaZu2XvCCiDW4Y_SiG11qXTps7S1R3pSirVkIzkB5lJWAc1TAcTMk3i2g6V26G-00vQ.

Từ đó _S5AO0FjTg6Jrz471xtBnIeujqU0biw-ccdCOhoKOp-muuVSP0Siwe87-8prEuCKIwOGKozl4wKjNxLabAFnEHqNSYMenKISNWXkZiNvMiPO4L7tkaa03-blniVh_TyBHrJp6GcUrxXpFoHJjQ; 4lMoBrnjGiUG84Q9EtZnCAXHLWr4184uMi0Riadj1BWskQZ6mkOdXsGlH9BdkkJ3g5x-fWzpXDquaokChl62xxf3MntNR9idazhBliUShIuCaUiHtZ0XmQGnNAuBnGjU9nOfDfIqcoRUVUgTRg.

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