e2x s dx = 1+et (A) (2x + ln(1+e)+C X (B) e2x – In(1+et)+C х (C) 2e2x – In(1+e*)+C - (D) et – In(1+e")+C
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e2x s dx = 1+et (A) (2x + ln(1+e)+C X (B) e2x – In(1+et)+C х (C) 2e2x – In(1+e*)+C - (D) et – In(1+e")+C
e2x s dx = 1+et (A) (2x + ln(1+e)+C X (B) e2x – In(1+et)+C х (C) 2e2x – In(1+e*)+C - (D) et – In(1+e")+C
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