Suppose that the Wronskian of any two solutions of (3) is constant in time. Prove that p

Chapter 2, Problem 14

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QUESTION:

Suppose that the Wronskian of any two solutions of (3) is constant in time. Prove that p (t) = 0.

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QUESTION:

Suppose that the Wronskian of any two solutions of (3) is constant in time. Prove that p (t) = 0.

ANSWER:

Step 1 of 2

It is given that the Wronskian of any two solutions of  is constant in time.

Also,  implies,

.

To prove that .

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