Consider the vectors x¹)(t) = ( 6 ) and x 1 x(²)(t) = ( ² ). 4t (c) What conclusion can be drawn about coefficients in the system of homogeneous differential equations satisfied by x¹) and x(2)? Choose one of the coefficients of the ODE in standard form must be discontinuous at to (d) Find the system of equations x' = P(t)x. P(t) =

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:d) Choose one Choose one All One or more tin m
Consider the vectors x(¹)(t) = ( 6 ) and x(²)(t) = ( t ).
(c) What conclusion can be drawn about coefficients in the system of
homogeneous differential equations satisfied by x¹) and x(2)?
Choose one
of the coefficients of the ODE in standard form
must be discontinuous at to
(d) Find the system of equations x' = P(t)x.
1
P(t) =
Transcribed Image Text:Consider the vectors x(¹)(t) = ( 6 ) and x(²)(t) = ( t ). (c) What conclusion can be drawn about coefficients in the system of homogeneous differential equations satisfied by x¹) and x(2)? Choose one of the coefficients of the ODE in standard form must be discontinuous at to (d) Find the system of equations x' = P(t)x. 1 P(t) =
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