This is the fourth part of a four-part problem. If the given solutions 7₁ (t) = - [²2²], 1₂(t) - form a fundamental set (1.e., linearly independent set) of solutions for the initial value problem 21-2 2t 2 ÿ' = - [22 12t+2t 27 2t ¹-2t 2 »-[7¹]. 1²]. ÿ, ÿ(5)= t> 0, impose the given initial condition and find the unique solution to the initial value problem for t > 0. If the given solutions do not form a fundamental set, enter NONE in all of the answer blanks. y(t) = ( [²₂2] +0 2t
This is the fourth part of a four-part problem. If the given solutions 7₁ (t) = - [²2²], 1₂(t) - form a fundamental set (1.e., linearly independent set) of solutions for the initial value problem 21-2 2t 2 ÿ' = - [22 12t+2t 27 2t ¹-2t 2 »-[7¹]. 1²]. ÿ, ÿ(5)= t> 0, impose the given initial condition and find the unique solution to the initial value problem for t > 0. If the given solutions do not form a fundamental set, enter NONE in all of the answer blanks. y(t) = ( [²₂2] +0 2t
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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