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Subject :- AEM (2130002)
Topic :-classification of singularities (example)
•Made By :-
-Meet patel_150990119032
•Guided By :-
-Mr. jaydipsinh rathod
• Classify the singular points of the differential
equation
• Ans:-
• At singular points,
• Hence x=0 is a singular point.
• Dividing the equation by
• Comparing with the standard form,
• are both analytic. At
x=0, it is a regular singular point.
• Classify the singular points of the equation
• Ans:-
• At singular points,
• Hence x=0 & x=2 are singular points
• Dividing the eq. by
• Comparing with the standard form,
For x=0,
Since is not analytic at x=0,it is an
irregular singular point of the eq.
• For x=2.
• Since & both are
analytic at x=2, it is an regular singular point
of the eq.
Meet aem classification of singularities

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Meet aem classification of singularities

  • 1. Subject :- AEM (2130002) Topic :-classification of singularities (example) •Made By :- -Meet patel_150990119032 •Guided By :- -Mr. jaydipsinh rathod
  • 2. • Classify the singular points of the differential equation • Ans:- • At singular points, • Hence x=0 is a singular point. • Dividing the equation by
  • 3. • Comparing with the standard form, • are both analytic. At x=0, it is a regular singular point.
  • 4. • Classify the singular points of the equation • Ans:- • At singular points, • Hence x=0 & x=2 are singular points • Dividing the eq. by
  • 5. • Comparing with the standard form, For x=0, Since is not analytic at x=0,it is an irregular singular point of the eq.
  • 6. • For x=2. • Since & both are analytic at x=2, it is an regular singular point of the eq.