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hey everyone welcome back to the channel I hope you guys are doing extremely well so today we will be solving the problem uh connecting the graph it states a given a graph with n vertices and M edges you can remove one Edge from anywhere and add that edge between any two vertices in one operation okay that is what the question States and you have to find the minimum number of operation that will be required to make the graph connected so lets understand the question imagine uh currently a graph looks something like this and it is in three parts it is in three parts P different components now heres a component heres a component heres a component what they want is you have to make the entire graph connect but wait how will that happen maybe if I join three four maybe if I join six seven can I see now the graph is a single component I can but wait they have clearly stated you cannot draw imaginary edges like you cannot just draw random edges to my make the graph connected you need ed