Question 1. d²x + dt² Classify the following differential equations Equation 2 - cos 3t = 0 d²r de +7². dt² dt n=4 dy ap(x,y)y + [al(x) dx = f(x) 2r0= lim et Differential PDE ODE Order Degree Variable Inde Dep Linear Homo Coefficients Cons Un-cos

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Question 1.
Classify the following differential equations
Differential
Order Degree
Variable
Linear
Dep
Coefficients
Cons Un-cos
Equation
Homo
PDE
ODE
Inde
2
d?x
+
dt2
- cos 3t = 0
\dt
d²r
de
dt2
+n².
– 2r0 = lim et
dt
n=4
d®y
ao(x, y)y + >, a¿(x)
f(x)
a²z
MXP (x)'n+
= 0
əx² ' əy²
(d²y\?
2
dx2
dy
= -y
d²y
dx2
1+
\dx)
1.
Transcribed Image Text:Question 1. Classify the following differential equations Differential Order Degree Variable Linear Dep Coefficients Cons Un-cos Equation Homo PDE ODE Inde 2 d?x + dt2 - cos 3t = 0 \dt d²r de dt2 +n². – 2r0 = lim et dt n=4 d®y ao(x, y)y + >, a¿(x) f(x) a²z MXP (x)'n+ = 0 əx² ' əy² (d²y\? 2 dx2 dy = -y d²y dx2 1+ \dx) 1.
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