Rakesh posted an Question
April 17, 2020 • 01:55 am 30 points
  • CSIR NET
  • Mathematical Sciences

ODE question of CSIR NET DECEMBER 2019. Please solve

Example 23 (Marks 3) For the following system of ordinary differential Equations dx = x(3 - 2x -2y) dt dy dty(2-2x-y) the critical point (0,2) is 1. a stable spiral 2. an unstable spiral 3 3. a stable node 4. an unstable node

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    Ujjawal vishal Best Answer

    c. stable node.

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    Thanks, dear! You are awesome, a lot to learn from you.

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