2 find two lincarly independent solutions t t of the homogeneous equat
2. Find two lincarly independent solutions: ₁(t), ₂(t) of the homogeneous equation:
Then show that the so-called Wronskian determinant
is not zero.
Give an example of two time dependent functions x₁(t), x2(t) for which the Wronskian defined above is zero. Justify your example.
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