Register
Help
Save?
Register
Home
Forums
Algebra
Geometry
Trigonometry
Pre-Calculus
Statistics
Calculus
Differential Geometry
Number Theory
Discrete Math
Applied Math
Differential Equations
Business Math
Forum
University Math Help Forum
Discrete Math
Solve the initial-value proble. X[n+2]+ 2x[n+1]+2x[n] = 0, for x[1]= 1, x[2]= 0?
Results 1 to 1 of 1
Thread:
Solve the initial-value proble. X[n+2]+ 2x[n+1]+2x[n] = 0, for x[1]= 1, x[2]= 0?
LinkBack
LinkBack URL
About LinkBacks
Thread Tools
Show Printable Version
Subscribe to this Thread…
Display
Linear Mode
Switch to Hybrid Mode
Switch to Threaded Mode
March 3rd 2009,
09:45 AM
#1
saihat
Newbie
Joined
Jan 2009
Posts
7
Solve the initial-value proble. X[n+2]+ 2x[n+1]+2x[n] = 0, for x[1]= 1, x[2]= 0?
thanks in advance
Follow Math Help Forum on
Facebook
and
Google+
«
solving non homogenuose, please
|
logic rules
»
Similar Math Help Forum Discussions
Solve the initial value problem
Posted in the Differential Equations Forum
Replies:
12
Last Post:
September 28th 2011,
12:21 PM
Solve for nth root first, or initial value first?
Posted in the Differential Equations Forum
Replies:
5
Last Post:
July 23rd 2011,
12:01 AM
Laplace transform to solve the initial value
Posted in the Differential Equations Forum
Replies:
2
Last Post:
September 3rd 2009,
11:57 PM
Solve the initial value problem
Posted in the Differential Equations Forum
Replies:
2
Last Post:
April 22nd 2009,
07:50 PM
Solve the initial-value proble. X[n+2]- x[n+1]-2x[n] = 0, for x[1]= 0, x[2]= 1?
Posted in the Discrete Math Forum
Replies:
1
Last Post:
March 3rd 2009,
07:41 PM
Search Tags
2xn
,
initialvalue
,
proble
,
solve
View Tag Cloud
LinkBack URL
About LinkBacks
