Math, asked by himanshuwaghade, 7 days ago

Obtain two linearly independence solution valid near the origin for the following equation " + 3 ′ + ( 1 + 4 2 ) = 0

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Answered by nareshanjusharma5

Answer:

The number of linearly independent solutions of such a system is equal to the difference between the number of unknowns and the rank of the coefficient matrix (dimensional matrix).

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Obtain two linearly independence solution valid near the origin for the following equation " + 3 ′ + ( 1 + 4 2 ) = 0​

Answers

Obtain two linearly independence solution valid near the origin for the following equation " + 3 ′ + ( 1 + 4 2 ) = 0