3) Consider the differential equation (5y³ – 5x)dx – 15xy?dy = 0 In order for the expression 5y3 = kæ In(x) + Cx %3D where k is a parameter and C is a constant, be the general solution of the differential equation the value of the parameter k must be: a) k= 5 b) k = 10 c) k = –15 |

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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3b)

3) Consider the differential equation (5y³ – 5x)dx – 15xy?dy = 0
In order for the expression
5y3 = kæ In(x) + Cx
%3D
where k is a parameter and C is a constant, be the general solution of the differential
equation the value of the parameter k must be:
a) k= 5
b) k = 10
c) k = –15
|
Transcribed Image Text:3) Consider the differential equation (5y³ – 5x)dx – 15xy?dy = 0 In order for the expression 5y3 = kæ In(x) + Cx %3D where k is a parameter and C is a constant, be the general solution of the differential equation the value of the parameter k must be: a) k= 5 b) k = 10 c) k = –15 |
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