MA8351| DISCRETE MATHEMATICS| UNIT-3| VIDEO-4| PROBLEMS USING HANDSHAKING THEOREM

[@manisha4127]

Hi mam can you please upload the privious year solved question paper pls

[@HemalathaR-v7v]

thank you mam. your videos are easy to understand.

[@essp4922]

Hello Ma'am! Can we prove q4 using the handshaking theorem?
Soln:
We can add up the degrees of all vertices, and show that the sum is odd (sum = 13).
As there is no 'e' value that satisfies 2e = 13, we can say the graph does not exist.

[@engineeringmathematics9006]

Yes you can

[@berserk928]

The 2 nd theory name mam

[@engineeringmathematics9006]

2nd theorem had no name... The number of odd degree vertices is even

[@IniPriya-hb2ji]

Thank you mam

[@BindiyaSudarsun]

Mam, romba thanks :)

[@Y0rak]

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