Question
Asked Aug 26, 2019
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(a) Write a specifific example of a third order, linear, nonhomogeneous, autonomous ordinary

difffferential equation, such that every derivative that could appear, does appear.

(b) Turn your difffferential equation from part (a) into an initial value problem (IVP) by

assigning appropriate initial conditions.

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Expert Answer

Step 1

a) An example of a third order, linear, nonhomogeneous ordinary differential equation is,

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y"+3y" +3y'= 5t

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Step 2

b) The appropriate initial condition for t...

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y(0) 7.y' (0)-7,y' (0) = 11

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