5. Given the Standard Equation the DE, Identify the rootsd³ ydx³d²ydx²dydx= 0m: 1+√√2,1-√√2,0B)m: 1 ± √2i,0-2m: 1 ± √2,0A)m: 1 + √2i, 1-√√2i+3D) 3. Given the General Solution the DE, Identify the roots*y = C₁ + C₂x + С3еx + С4xe*OA) m1 = 0; m2= 1 ; m3= 1 ; m4= 1O B) m1 = 1; m2= 1 ; m3= 1 ; m4= 1C) m1 = 0; m2= 0; m3= 1 ; m4= 1D) m1 = 0; m2= 0; m3= 0 ; m4= 14. Given the Standard Equation the DE, Identify the roots *d³ yd²ydaydx44-70+dx³dx²A) m: -3, -2,0,0B) m: 3,2,0,0C) m: -3, -2,0D) m: 3, 2, 2, 0+16-dydx12 –= 0

Answered: Image /qna-images/answer/beb1f568-d227-4eb5-8971-cb55428e1c47.jpg

Answered: 5. Given the Standard Equation the DE,…

5. Given the Standard Equation the DE, Identify the roots * d²y d³ y dx³ dx² + dx - 2- m: 1+ √2,0 OA) m: 1 + √2i, 1 - √√2i dy +3=0 m: 1 + √2,1-√√2,0 B) m: 1 ± √2i,0

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter3: Functions And Graphs

Section3.6: Quadratic Functions

Problem 30E

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Question

5. Given the Standard Equation the DE, Identify the roots
d³ y
dx³
d²y
dx²
dy
dx
= 0
m: 1+√√2,1-√√2,0
B)
m: 1 ± √2i,0
-
2
m: 1 ± √2,0
A)
m: 1 + √2i, 1-√√2i
+3
D)

3. Given the General Solution the DE, Identify the roots
*
y = C₁ + C₂x + С3еx + С4xe*
OA) m1 = 0; m2= 1 ; m3= 1 ; m4= 1
O B) m1 = 1; m2= 1 ; m3= 1 ; m4= 1
C) m1 = 0; m2= 0; m3= 1 ; m4= 1
D) m1 = 0; m2= 0; m3= 0 ; m4= 1
4. Given the Standard Equation the DE, Identify the roots *
d³ y
d²y
day
dx4
4-70+
dx³
dx²
A) m: -3, -2,0,0
B) m: 3,2,0,0
C) m: -3, -2,0
D) m: 3, 2, 2, 0
+16
-
dy
dx
12 –
= 0

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