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c) Hence write down the indefinite integral: d) (Don't forget the constant of integration as this is an indefinite integral.) 6x sin(x)+6 cos(x)+c 6z sin(z) + 6 cos(z) + c * Evaluate the definite integral: [6z cos(z) dz 6xsinx+6c0sX+C [6z cos(z) dz

c) Hence write down the indefinite integral: d) (Don't forget the constant of integration as this is an indefinite integral.) 6x sin(x)+6 cos(x)+c 6z sin(z) + 6 cos(z) + c * Evaluate the definite integral: [6z cos(z) dz 6xsinx+6c0sX+C [6z cos(z) dz

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.
Chapter6: Applications Of The Derivative
Section6.3: Implicit Differentiation
Problem 2E
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help me with part C and D where I got wrong 

c) Hence write down the indefinite integral: d) Evaluate the definite integral: [6z cos (Don't forget the constant of integration as this is an indefinite integral.) 6x sin(x)+6 cos(x) +C 6x sin(x) + 6 cos(x) + c * 6xsinx+6coSX+C X 6x cos(z) dr S * 6x cos(z) dr
Transcribed Image Text:c) Hence write down the indefinite integral: d) Evaluate the definite integral: [6z cos (Don't forget the constant of integration as this is an indefinite integral.) 6x sin(x)+6 cos(x) +C 6x sin(x) + 6 cos(x) + c * 6xsinx+6coSX+C X 6x cos(z) dr S * 6x cos(z) dr
3 0 d d Consider the following integral: This may be evaluated by using integration by parts. a) The product 6 cos(z) must be written in the form u Determineu,and u: b) Apply the integration by parts formula: U= V= fudz = fuddr = 6x sin(x) 6x cos(z) dr Uv 6x sin(x) > 문 - S ✓ - S 6 cos(x) 14 6sin(x) S ✔ dr dz
Transcribed Image Text:3 0 d d Consider the following integral: This may be evaluated by using integration by parts. a) The product 6 cos(z) must be written in the form u Determineu,and u: b) Apply the integration by parts formula: U= V= fudz = fuddr = 6x sin(x) 6x cos(z) dr Uv 6x sin(x) > 문 - S ✓ - S 6 cos(x) 14 6sin(x) S ✔ dr dz
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part c is wrong please can you check . thanks 

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