Exercise 3.9.101. Find a particular solution to r' = 5x + 4y + t, y' = x + 8y – t. a) using integrating factor b) using method, eigenvector decomposition, c) using coefficients. undetermined Answer...

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Exercise 3.9.101.<br>Find a particular solution to r' = 5x + 4y + t,<br>y' = x + 8y – t.<br>a) using integrating factor b) using<br>method,<br>eigenvector<br>decomposition,<br>c) using<br>coefficients.<br>undetermined<br>Answer<br>The general solution is (particular solutions should agree with one of<br>these):<br>a(t) = Ciet + 4C2 - 3 - 4. y(t) = Ciet – C2e# +% + 216<br>

Extracted text: Exercise 3.9.101. Find a particular solution to r' = 5x + 4y + t, y' = x + 8y – t. a) using integrating factor b) using method, eigenvector decomposition, c) using coefficients. undetermined Answer The general solution is (particular solutions should agree with one of these): a(t) = Ciet + 4C2 - 3 - 4. y(t) = Ciet – C2e# +% + 216

Jun 04, 2022

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Exercise 3.9.101. Find a particular solution to r' = 5x + 4y + t, y' = x + 8y – t. a) using integrating factor b) using method, eigenvector decomposition, c) using coefficients. undetermined Answer...

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