Given the differential equation 213y" – xy' – 20y = 0 Determine the General Solution for the differential equation. A y(x) = C,x-5 + C,x+ 161 + C,x B y (x) = %3D 10 © y(x) = C, eVTD= + C,evTo. 10 D y(x) = C,x + C,x+ V161 E y(x) = C, x + cos 161 - In/x| C,. sin ® y(x) = C, e=S« + c,e“ -5x %3D

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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Given the differential equation
2x2у" — ху' — 20y %3D 0
Determine the General Solution for the differential equation.
A y(x) = C,x-5 + C,x+
161
+ C,x
4
B
y (x) = C,
© y(x) = c, ev+ c,ev.
-5
D
y (x) = C, x
+ C,x*
161
161
+ C,
In/x|
E
у (х)
= C. x
sin
cos
® y(x) = C,e=5t + C,e*
F
Transcribed Image Text:Given the differential equation 2x2у" — ху' — 20y %3D 0 Determine the General Solution for the differential equation. A y(x) = C,x-5 + C,x+ 161 + C,x 4 B y (x) = C, © y(x) = c, ev+ c,ev. -5 D y (x) = C, x + C,x* 161 161 + C, In/x| E у (х) = C. x sin cos ® y(x) = C,e=5t + C,e* F
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