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Kindly answer B- #6 I- #1

Kindly answer B- #6 I- #1

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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B- #6

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PowerPoint Presentation - qpdfview File Edit View Tabs Bookmarks Help 25 / 26 E → 83 % PowerPoint Presentation X PowerPoint Presentation 3 Activity Online work/Recitation/Homework I. Solve the given LDE using the method of undetermined coefficients. (D² –3D+2)y =1+2x2 -e-x 2. (D² – 2D+ 5)y = e* cos x 3. (D² + D- 2)y = 2x – 40cos 2r 6. (D² +1)y = sin.x 7. (D³ - 6D²)y =3– cos x 8. (D° +4)y =-2; y(z /8) =1/2, y'(a / 8) = 2 9. (D² + 4D+ 5)y = 35e-x: y(0) = -3, y'(0) =1 10. y" - y' = 4e- +3e2x; y(0) = 0.y'(0) =-1.y"(0) = 2 1. 4. (D² - 3D)y = 8e3x + 4sinx 5. (D² +1)y = 2xsin x Solve each of the following nonhomogeneous differential equations. 1. (D² +1)y= cscx 6. (D² -1)y= 2(1-e-2x)-1/2 2. (D² - 1)y - 7. (D² +1)y - cos²x 3. (D² - 3D +2)y=sine-* 1 8. (D² -1)y = 4. y"+y=sec³ xtanx 5. (D² -1)y = (1-e²*)-3/2 9. (D³ +D)y=sec²x 10. y" +y' = tanx O PowerPoint Presentati. [(3) Facebook - Mozill. A * TI 1) 11:58 pi
Transcribed Image Text:PowerPoint Presentation - qpdfview File Edit View Tabs Bookmarks Help 25 / 26 E → 83 % PowerPoint Presentation X PowerPoint Presentation 3 Activity Online work/Recitation/Homework I. Solve the given LDE using the method of undetermined coefficients. (D² –3D+2)y =1+2x2 -e-x 2. (D² – 2D+ 5)y = e* cos x 3. (D² + D- 2)y = 2x – 40cos 2r 6. (D² +1)y = sin.x 7. (D³ - 6D²)y =3– cos x 8. (D° +4)y =-2; y(z /8) =1/2, y'(a / 8) = 2 9. (D² + 4D+ 5)y = 35e-x: y(0) = -3, y'(0) =1 10. y" - y' = 4e- +3e2x; y(0) = 0.y'(0) =-1.y"(0) = 2 1. 4. (D² - 3D)y = 8e3x + 4sinx 5. (D² +1)y = 2xsin x Solve each of the following nonhomogeneous differential equations. 1. (D² +1)y= cscx 6. (D² -1)y= 2(1-e-2x)-1/2 2. (D² - 1)y - 7. (D² +1)y - cos²x 3. (D² - 3D +2)y=sine-* 1 8. (D² -1)y = 4. y"+y=sec³ xtanx 5. (D² -1)y = (1-e²*)-3/2 9. (D³ +D)y=sec²x 10. y" +y' = tanx O PowerPoint Presentati. [(3) Facebook - Mozill. A * TI 1) 11:58 pi
B. Find the general solution of each of the following Higher Order LDE with cc 1. (D² + 5D+ 6)y = 0 2. (4D* – 4D³ – 23D² +12D+36)y = 0 3. 2у" - у" + 36у' - 18у 3D0 4. (D* – 4D³ +14D² – 20D+ 9)y = 0 5. (D' - 3D+ 2)у%3-7 6. y(5) – 9y" = 27
Transcribed Image Text:B. Find the general solution of each of the following Higher Order LDE with cc 1. (D² + 5D+ 6)y = 0 2. (4D* – 4D³ – 23D² +12D+36)y = 0 3. 2у" - у" + 36у' - 18у 3D0 4. (D* – 4D³ +14D² – 20D+ 9)y = 0 5. (D' - 3D+ 2)у%3-7 6. y(5) – 9y" = 27
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