Classify each of the following equations as to order and degree. dy + (ху — сos x)dx %3D 0 d²Q + R dt2 1) dQ. Q 2) +-= 0 dt 3) у" + ху" + 2у(у')? + ху %3D 0

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 30E
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The subject is differential equation

2. Classify each of the following equations as to order and degree.
dy + (ху — сos x)dx
d²Q
1)
dQ. Q
+ R
dt2
2)
L
dt
3)
у" + ху" + 2у(y')? + ху — 0
%3D
2
d²v dv
dv
+ x
\dx)
(d²w
4)
+ v = 0
dx² dx
2
d³w
4
5)
+ vw = 0
dv3
dv²
6)
– xy" + y = 0
7)
γρ' +ρ = sin θ
8)
y'+x %3D (у— ху") 3
2
9)
d?p
(dp
de2
\d0)
Transcribed Image Text:2. Classify each of the following equations as to order and degree. dy + (ху — сos x)dx d²Q 1) dQ. Q + R dt2 2) L dt 3) у" + ху" + 2у(y')? + ху — 0 %3D 2 d²v dv dv + x \dx) (d²w 4) + v = 0 dx² dx 2 d³w 4 5) + vw = 0 dv3 dv² 6) – xy" + y = 0 7) γρ' +ρ = sin θ 8) y'+x %3D (у— ху") 3 2 9) d?p (dp de2 \d0)
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