Yeah you are right, it is not necessary to start and end at same point. Theorem: A connected graph contains an Euler path, if and only if it has exactly two vertices of odd degree, and in C we have 2 odd degree. And I think Anna has mentioned only Euler circuit not path.
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Good explanation bro
Nice explanation
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Sir good 👍
Question c) a-c-d-a-b-d-e-b
Is possible I think so Anna
I think that too bro!!
starting and endpoint should be same
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Yeah you are right, it is not necessary to start and end at same point.
Theorem: A connected graph contains an Euler path, if and only if it has exactly two vertices of odd degree, and in C we have 2 odd degree.
And I think Anna has mentioned only Euler circuit not path.
That is euler path not circiut
Qn C) a-b-d-a-c-d-e-b is possible
Starts with a and ends with a bro not b
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Question c). Is possible
a-b-e-d-c-b-d-a-c
c-b connection illa pa
Starting point and ending point same ah irrukkanum
No possible
C-B not connected 😅
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Enga college la vanthu join panekoga Anna Ella all pass pane la
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But how to find Euler path
B possible thana ? A-b-c-e-d-a
E-b cape irukku parunga
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