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1 Which of the following is the antiderivative of f (x) = (x+ 2). ? - Vx + 2 = « (1n (\ &a+ 2+1) + v=+2) +* 4 (1n (|87+2-1) + Va+2) + A F (x) = - 1 + Vx + 2) +C F (x) = 4 (In (m (|Vz+2 – 1|) – v= + 2) + C F (x) = 4 (In (|V+2+1) – Væ+2) +C D E None of the given choices

1 Which of the following is the antiderivative of f (x) = (x+ 2). ? - Vx + 2 = « (1n (\ &a+ 2+1) + v=+2) +* 4 (1n (|87+2-1) + Va+2) + A F (x) = - 1 + Vx + 2) +C F (x) = 4 (In (m (|Vz+2 – 1|) – v= + 2) + C F (x) = 4 (In (|V+2+1) – Væ+2) +C D E None of the given choices

Calculus For The Life Sciences
Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter7: Integration
Section7.1: Antiderivatives
Problem 2E
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1 Which of the following is the antiderivative of f (x) = (x+ 2). ? - Vx + 2 = « (1n (\ &a+ 2+1) + v=+2) +* 4 (1n (|87+2-1) + Va+2) + A F (x) = - 1 + Vx + 2) +C F (x) = 4 (In (m (|Vz+2 – 1|) – v= + 2) + C F (x) = 4 (In (|V+2+1) – Væ+2) +C D E None of the given choices
Transcribed Image Text:1 Which of the following is the antiderivative of f (x) = (x+ 2). ? - Vx + 2 = « (1n (\ &a+ 2+1) + v=+2) +* 4 (1n (|87+2-1) + Va+2) + A F (x) = - 1 + Vx + 2) +C F (x) = 4 (In (m (|Vz+2 – 1|) – v= + 2) + C F (x) = 4 (In (|V+2+1) – Væ+2) +C D E None of the given choices
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