beljuA
Answered
2021-01-04
Check that the provided functions serve as a foundation for the solutions to the provided equation and resolve the provided initial value problem.
the basis of solution are and
Answer & Explanation
pattererX
Expert
2021-01-05Added 95 answers
Given:
the basis of solution are and
Let
Similarly
Auxiliary equation is given by:
put
Consequently, every solution is a linear combination of
and
also and are linearly independent so forms a basis for the solution of
Now,
given
Solving we get:
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