The differential equation d²y +5dy - 14y dx² equation with roots = d'y dy +5. dx² dx 0 has characteristic = 0 help (formulas) help (numbers) Therefore there are two linearly independent solutions help (formulas) Note: Enter the solutions as a comma separated list (they should be those usual exponential ones as in the book). Use these to solve the initial value problem y(0) = −7, - 14y = 0, dy dx -(0) = -2
The differential equation d²y +5dy - 14y dx² equation with roots = d'y dy +5. dx² dx 0 has characteristic = 0 help (formulas) help (numbers) Therefore there are two linearly independent solutions help (formulas) Note: Enter the solutions as a comma separated list (they should be those usual exponential ones as in the book). Use these to solve the initial value problem y(0) = −7, - 14y = 0, dy dx -(0) = -2
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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2.2.8. Ordinary Differential Equations
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Step 1: The given D. E. Is
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