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The solution of y' +y = =°y?, y(2) = –1, æ > 0 is Select one: 16 O a. y = r°(1+16 In ) 16 O b. y = 41416 In 5) 20 O . y = z(1+16 In ) -16 d. O d. y = z4(1+16 In 4)

The solution of y' +y = =°y?, y(2) = –1, æ > 0 is Select one: 16 O a. y = r°(1+16 In ) 16 O b. y = 41416 In 5) 20 O . y = z(1+16 In ) -16 d. O d. y = z4(1+16 In 4)

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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The solution of y' + 1y = x³y?, y(2) = -1, x > 0 is Select one: -16 O a. y r°(1+16 In ) -16 O b. y = 7(1416 In ) 20 O. y= 414+16 In ) 포4(1+ 16 In 플) -16 O d. y = z(1+16 In 꽁)
Transcribed Image Text:The solution of y' + 1y = x³y?, y(2) = -1, x > 0 is Select one: -16 O a. y r°(1+16 In ) -16 O b. y = 7(1416 In ) 20 O. y= 414+16 In ) 포4(1+ 16 In 플) -16 O d. y = z(1+16 In 꽁)
The solution of 4y" – 5y' = 0 is Select one: O a. y = c1 + czeš* 13 O b. y = c1 + c2e° O C. y = c1 + cze7* O d. y = c1 + C2ei²
Transcribed Image Text:The solution of 4y" – 5y' = 0 is Select one: O a. y = c1 + czeš* 13 O b. y = c1 + c2e° O C. y = c1 + cze7* O d. y = c1 + C2ei²
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