For each of the indefinite integrals below, the main question is to decide whether the integral can be evaluated using u-substitution, integration by parts, a combination of the two, or neither.For integrals for which your answer is affirmative (u-sub, by parts, combo), state the substitution you would use. It is not necessary to actually evaluate any of the integrals completely, unless the integral can be evaluated immediately using a familiar basic antiderivative.TABLE A[2² sin (2³) de[ 2² sin(2) dr[sin(2³) da[ 2³ sin(2³) deMethod?u-SubBy PartsComboNeitherU=du =In TABLE B, assume you know the antiderivative of tan-¹(r). Further, answer the questions without doing any simple algebraic manipulations.TABLE B₁2 de1₁2x+31 + x2TABLE C[₁+ (²²In(x)[xln(x) dxdefin(1+a[2ln(1dadxTABLE D+x²) dx√1-de[2√1-² dr而2??L"daxv1-?r In(1+x²) da????dx ?da ??MethodMethodVMethodu=u=44A4Adu =dv=du =

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For each of the indefinite integrals below, the main question is to decide whether the integral can be evaluated using u-substitution, integration by parts, a combination of the two, or neither. For integrals for which your answer is affirmative (u-sub, by parts, combo), state the substitution you would use. It is not necessary to actually evaluate any of the integrals completely, unless the integral can be evaluated immediately using a famil TABLE A 2³sin(2³) de [2²sin(x) da sin(2¹) dz zsin(2¹) de Method u-Sub By Parts Combo Neither V W= 4. 1. du = 1. In TABLE B, assume you know the antiderivative of tan (2). Further, answer the questions without doing any simple algebraic manipulations. TABLE B dz ? Method u

For each of the indefinite integrals below, the main question is to decide whether the integral can be evaluated using u-substitution, integration by parts, a combination of the two, or neither. For integrals for which your answer is affirmative (u-sub, by parts, combo), state the substitution you would use. It is not necessary to actually evaluate any of the integrals completely, unless the integral can be evaluated immediately using a famil TABLE A 2³sin(2³) de [2²sin(x) da sin(2¹) dz zsin(2¹) de Method u-Sub By Parts Combo Neither V W= 4. 1. du = 1. In TABLE B, assume you know the antiderivative of tan (2). Further, answer the questions without doing any simple algebraic manipulations. TABLE B dz ? Method u

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.CR: Chapter 7 Review

Problem 5CR: CONCEPT CHECK Determine whether each of the following statements is true or false, and explain why....

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