' Since each d(vi) is odd, the total number of terms in the sum must be even to make the sum an even number. Hence the theorem' - add this at the end and the proof if complete.
"For any graph G, the number of odd degree vertices is always even*.enna statement anenkilum same answer ano as same as in the video.? Please reply miss
Sum of odd degree vertices will be even if and only if the number of odd degree vertices is even. The product of two numbers is even and one of the numbers is odd, then the other must be even. Same concept here....
@@MusicWorld-ho9on the meaning which u have understood is in wrong way... Even number vertices... 3, 5 7 means totally n= 3 vertices are odd number of vertices with odd degree ... Which means that n= 3 is odd ... But if 2 vertices 3,5 are odd degree means n=2 is of odd degree, also means 2 vertices (even ) number has odd degree
' Since each d(vi) is odd, the total number of terms in the sum must be even to make the sum an even number. Hence the theorem' - add this at the end and the proof if complete.
Mam your classes are really simple and understanding.Thank you very much Mam
☺️☺️
madam e statement parayunnathe odd degree varunna vertices nte ennam eppozhum even ane ennathanno, atho odd degree varunna vertices nte total degree ennathe even ane ennathano
🎉
"For any graph G, the number of odd degree vertices is always even*.enna statement anenkilum same answer ano as same as in the video.? Please reply miss
you are explaining theorem 2 in a wrong way..no of odd degree vertices aan even...you are taking the sum of odd degree vertices please change it...
Sum of odd degree vertices will be even if and only if the number of odd degree vertices is even. The product of two numbers is even and one of the numbers is odd, then the other must be even. Same concept here....
Miss Note download cheyyan pattunnila
innale vare kuzhappam onnum illaayirunnu... sometimes net may be slow... please restart ur phone and check...
if u are not able to download... then mail me... mceticnumaca19@gmail.com
miss can u rename ur videos so it will be easy to understand which module
All the videos are arranged in correct order in the playlist...
Please check it
Mam I need the notes pls
B.Tech Mathematics
t.me/btechmathematicseducation23
U can download all the notes from this channel
3+5+7 odd allallo
Read the statement very clearly .. even number of vertices. ie, 3+5+7 means 3 vertices has degree 3, 5and 7 alle... athu odd number alle
@@rekha_mathematics2137 but the statement is also in another way -no of vertices of a graph of odd degree is even
Correct clear alla padippikunath
@@motoholics8771 which statement is not clear ?
@@MusicWorld-ho9on the meaning which u have understood is in wrong way... Even number vertices... 3, 5 7 means totally n= 3 vertices are odd number of vertices with odd degree ... Which means that n= 3 is odd ... But if 2 vertices 3,5 are odd degree means n=2 is of odd degree, also means 2 vertices (even ) number has odd degree