Use integration formulas to solve each integral in Exercises You may have to use algebra, educated guessand-check, and/or recognize an integrand as the result ofa product, quotient, or chain rule calculation. Check eachof your answers by differentiating. 21. (x2 – 3x5 – 7) dx(x³ + 4)² dx22.|a2 – 1)(3x + 5) dx(x²+1) dx3x23.24.|a² +2* + 2°) dx3dxx2 +125.26.28. /(G-) de34 dx27.dx29.3.2(1.43)* – 50) dx30.5 sin(2x + 1) dx2x-3 dx4(e*-3)²32.4e2x-331.33.sec(3x) tan(3x) dx34.3 csc(7x) cot(7x) dx| 3 tan? x dx36.| (sin? x + cos² x) dx35.x-137.T dx38.1-x-17-3dxdx1+ 16x²39.40.V1- (2x)21dx13xl/9r2 – 11dx4 +x241.42.

NOTE- AS WE ARE ALLOWED TO ANSWER THREE SUBPARTS IN ONE SESION, SO, I HAVE ANSWERED FIRST THREE…

21. (x2 – 3x5 – 7) dx (x³ + 4)² dx 22. |a2 – 1)(3x + 5) dx (x² +1) dx 3x 23. 24. |a² +2* + 2°) dx 3 dx x2 +1 25. 26. 28. /(G-) de 3 4 dx 27. dx 29. 3.2(1.43)* – 50) dx 30. 5 sin(2x + 1) dx 2x-3 dx 4(e*-3)² 32. 4e2x-3 31. 33. sec(3x) tan(3x) dx 34. 3 csc(7x) cot(7x) dx | 3 tan? x dx 36. | (sin? x + cos² x) dx 35. x-1 37. T dx 38. 1-x-1 7 -3 dx dx 1+ 16x² 39. 40. V1- (2x)2 1 dx 13xl/9r2 – 1 1 dx 4 +x2 41. 42.

21. (x2 – 3x5 – 7) dx (x³ + 4)² dx 22. |a2 – 1)(3x + 5) dx (x² +1) dx 3x 23. 24. |a² +2* + 2°) dx 3 dx x2 +1 25. 26. 28. /(G-) de 3 4 dx 27. dx 29. 3.2(1.43)* – 50) dx 30. 5 sin(2x + 1) dx 2x-3 dx 4(e*-3)² 32. 4e2x-3 31. 33. sec(3x) tan(3x) dx 34. 3 csc(7x) cot(7x) dx | 3 tan? x dx 36. | (sin? x + cos² x) dx 35. x-1 37. T dx 38. 1-x-1 7 -3 dx dx 1+ 16x² 39. 40. V1- (2x)2 1 dx 13xl/9r2 – 1 1 dx 4 +x2 41. 42.

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.

Chapter11: Differential Equations

Section11.1: Solutions Of Elementary And Separable Differential Equations

Problem 3YT

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