Properties in Graph Theory: Complete, Connected, Subgraph, Induced Subgraph

We develop four ideas in graph theory:
Complete: every possible edge is included
Connected: there is a path from every vertex to every other;
Subgraph: A subset of the vertices and edges from an original graph
Induced Subgraph: A subset of the vertices and ALL relevant edges from an original graph
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[@TinyMaths]

My god man! You should be given an award for your ability to give 'the simplest, most graspable' explanations. So clear.
I'm starting to believe that being good at math and being able to explain it effectively are two subsets that don't automatically intersect.

[@6thhokage355]

intelligence is measured by one's ability to explain something in the simplest way possible. 10/10 video

[@ericjohnvalmesalforque1717]

Very Nice Explanation,
Thank you 😊

[@SusannaSibongire]

good explanation Sir

[@inthuonkulma7697]

Thanks so much

[@cHuss_TV]

This makes it seem like my professor is teaching the class in a different language, this is so much easier to understand

[@feiyangli2820]

Thank you. You are going to heaven.

[@ScribbleDribble]

Thankssss

[@onan3806]

This was great. Thank you

[@StatisticallyInsignificant01]

This was a fantastic explanation! Thank you! Currently trying to understand this paper arxiv.org/abs/1907.00847

[@benibensa]

Quick question, could a subgraph consist of two nonconnected graphs?

[@DrTrefor]

Yes, and in fact that is common!

[@benibensa]

@@DrTrefor thanks

[@renifzh]

Singkat padat jelas thank you mr 🙏

[@shimabegum4553]

Great video. I love it. But What is a node?

[@zafer8917]

Thanks! The explanations are really clear!