(D³ – 4D)y = 0 is ® y = (C, +C,x)e* + C;e** + C,e** ° y = C, + C,x + C;e * o y = C, +C,e²* + C;e²* -4x +Cze -2x || ° y = C, +C,x+ Cze** 4х

Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter13: Conic Sections
Section13.1: Circles
Problem 48PS
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The general solution of 

(D³ – 4D)y = 0
is
® y = (C, +C,x)e* + C;e**
+ C,e**
° y = C, + C,x + C;e *
o y = C, +C,e²* + C;e²*
-4x
+Cze
-2x
||
° y = C, +C,x+ Cze**
4х
Transcribed Image Text:(D³ – 4D)y = 0 is ® y = (C, +C,x)e* + C;e** + C,e** ° y = C, + C,x + C;e * o y = C, +C,e²* + C;e²* -4x +Cze -2x || ° y = C, +C,x+ Cze** 4х
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