Nice explanation but you could have also taken a graph with more than 1 common edge and then explained it too for determining the number of spanning trees.
You should have added that deleting C and then A or B would be the same as deleting A then C or B then C, because some people might think there were 10 spanning trees and not realize they were counting twice :P
Absolutely wonderful and concise explanation. Super helpful to explain an otherwise difficult topic.
AWESOME! easy and simple explanation! thanks:)
Explanation mast madidri sir. Tqsm
Great explanation. Thank you!
Nice explanation but you could have also taken a graph with more than 1 common edge and then explained it too for determining the number of spanning trees.
You should have added that deleting C and then A or B would be the same as deleting A then C or B then C, because some people might think there were 10 spanning trees and not realize they were counting twice :P
What about weighted minimum spanning trees?
thanks sir for wonderful exp
Thanks for sharing!
thanks a lot !
This is so cool!!! In my university they use clayley formula, its way to complicated this solution
Greatttttt
Another way to do is using Matrix tree computation ..
thank you
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