Question: Problem No..3 GIVE CALCULATION AND EXPLANATIONS.````````` 3. Consider the secondorder, linear equation tgy+ty'+4y=D, t>0 (a) Find a oonstant or such that m (t) = oos(a

Problem No..3

GIVE CALCULATION AND EXPLANATIONS.`````````

Problem No..3GIVE CALCULATION AND EXPLANATIONS.````````` 3. Consider the secondorder, linear equation tgy"+ty'+4y=D,

3. Consider the secondorder, linear equation tgy"+ty'+4y=D, t>0 (a) Find a oonstant or such that m (t) = oos(a In t) and yg(t) = sin[o: In t) are solutions of the equation. (b) Compute the Wronskian, W[y1, ya), with the value of or found in part (a) to determine whether m (t) and yg (t) are independent solutions

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