Part (c) Consider the initial value problem dy (t – 2)(t + 3) dt + (t – 5)y = tª + 1, y(-1) = 7. Determine the maximal interval in which the solution exists.

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
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Chapter2: Systems Of Linear Equations
Section2.4: Applications
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SOLVE PART C ONLY.

Part (c) Consider the initial value problem
dy
(t – 2)(t + 3)
+ (t – 5)y = t + 1, y(-1) = 7.
dt
-
Determine the maximal interval in which the solution exists.
Transcribed Image Text:Part (c) Consider the initial value problem dy (t – 2)(t + 3) + (t – 5)y = t + 1, y(-1) = 7. dt - Determine the maximal interval in which the solution exists.
Expert Solution
Step 1

The given initial value problem is:

(t-2)(t+3)dydt+(t-5)y=t4+1 ;       y(-1)=7

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