Math, asked by surbhi1543, 10 hours ago

The auxiliary equation of the second order Euler Cauchy differential equation x2y′′−5xy′+13y=30x2x2y″−5xy′+13y=30x2 has roots

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Answered by sushma1982bhaskar

Answer:

. The auxiliary equation of the second order Euler Cauchy differential equation * (1 Point) x2y” – 5xy' + 13y = 30x2 has roots 3 + 2i 3,2 -3,2 None of these -3 + 2i

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The auxiliary equation of the second order Euler Cauchy differential equation x2y′′−5xy′+13y=30x2x2y″−5xy′+13y=30x2 has roots​

Answers

The auxiliary equation of the second order Euler Cauchy differential equation x2y′′−5xy′+13y=30x2x2y″−5xy′+13y=30x2 has roots