Which of the following equations can be reduced to the homogenuous linear differential equation with constant coefficient? d²y 3x2. dx2 O a. d³y = 0 dx dx3 d³y d²y 3x dx? dy = 0 dx O b. d²y d°y - 3x² dx³ dy = 0 C. dx² dx d. d³y d²y dy 3x2. dr? dæ3 dx O . d³y d²y dy 2..2

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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Which of the following equations can be reduced to the homogenuous linear differential equation with constant coefficient?
,d?y
3x2-
dx?
O a.
d'y
dy
= 0
dx3
dx
d'y
d²y
3x
dx?
dy
= 0
Ob.
dx3
dx
d’y
d³y
-3x2
dy
dx3
dx?
dæ
d³y
d?y
372
dx?
dy
= 0
dx
d.
dx3
d³y
d?y
3x2.
dx2
Ое.
dy
dx3
dx
Transcribed Image Text:Which of the following equations can be reduced to the homogenuous linear differential equation with constant coefficient? ,d?y 3x2- dx? O a. d'y dy = 0 dx3 dx d'y d²y 3x dx? dy = 0 Ob. dx3 dx d’y d³y -3x2 dy dx3 dx? dæ d³y d?y 372 dx? dy = 0 dx d. dx3 d³y d?y 3x2. dx2 Ое. dy dx3 dx
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