Use the Existence Uniqueness Theorem to prove that if any pair of solutions, y1 and y2 , to the DE

a2(x)y''+a1(x)y'+a0(x)y=0

vanish at the same point in the interval**α*<*x*<*β , then they cannot form a fundamental set of solutions on this interval.

How would I do that? Can I use the Wronskian somehow to show it (by making it 0 so that y1 and y2 are dependent)