In general, the Wronskian of f1, fn in b(n - 1) is the Determinant and f1, .
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and f1, . . . ,fn are linearly independent, provided W(x) is not identically zero. Repeat Exercises 10-14 using the Wronskian test.
Transcribed Image Text:
w(x) =| fi(x) f(x)f(x) f("-1)(x) f(n-1)(x) 農-1)(x)|
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Exercise 10 Since the Wronskian is not zero the functions are line...View the full answer
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