Construct a linear differential equation of order 2 for
Prove that the pair of functions {y1(x) = sin x; y2(x) = x sin a;} on the interval I = (0, π) are linearly independent. Construct a linear differential equation of order 2, for which {y1(x) = sinx; y2(x) = x sinx} is a set of fundamental solutions.
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a a closed tank contains steam with 20 moisture at 3 bar heat is added until one of the two phases disappears which
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