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Published byHendra Sudjarwadi Modified over 5 years ago
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Section 4.1 Day 2 Antiderivatives and Indefinite Integration
AP Calculus AB
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Problem 1 Find π₯ ππ₯ A) 2 π₯ +πΆ B) 4 π₯ +πΆ C) 2 π₯ +πΆ D) 4 π₯ +πΆ
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More Reps More Weight Find π₯ 3 π¦ π§ 4 ππ§ Find π₯ π₯ 4 β1 ππ₯
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Problem 2 Find π₯ 3 β2 π₯ 2 +1 π₯ 2 ππ₯ A) π₯β2+ π₯ β2 +πΆ
C) π₯ 2 β2π₯+π₯+πΆ D) π₯ 2 β2π₯+πΆ
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More Reps More Weight Find π‘ ππ‘ Find π₯ 2 β1 π₯ ππ₯
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Problem 3 Find 1 1β cos 2 π₯ ππ₯ A) sin π₯ +πΆ B) sec 2 π₯ +πΆ C) β cot π₯ +πΆ
D) sec π₯ tan π₯ +πΆ
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More Reps More Weight Find sin π₯ cos 2 π₯ ππ₯
Find cos 2 π₯ + sin 2 π₯ cos 2 π₯ ππ₯
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Problem 4 Find sec 2 π₯ β sin π₯ ππ₯ A) tan π₯ + cos π₯ +πΆ
B) tan π₯ β cos π₯ +πΆ C) sec π₯ tan π₯ + sin π₯ +πΆ D) cos 2 π₯ + cos π₯ +πΆ
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More Reps More Weight Find sec π‘ sec π‘ + tan π‘ ππ‘ Find tan 2 π ππ
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Problem 5 A) β 1 3 π₯ 3 +π₯+πΆ B) 1 3 π₯ 3 + π₯ 2 +3 C) 1 3 π₯ 3 βπ₯+ 7 3
Find π₯ 2 β1 ππ₯ which has an initial condition of (β1, 3). A) β 1 3 π₯ 3 +π₯+πΆ B) π₯ 3 + π₯ 2 +3 C) π₯ 3 βπ₯+ 7 3 D) π₯ 3 βπ₯+3
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