Theorem - Maximum Number of Edges in Simple Graph is n(n-1)/2 | By :- Harendra Sharma

In this lecture we are going to prove on theorem i.e Maximum Number of Edges in Simple Graph is n(n-1)/2 with n- vertices we proof this theorem by simple way and also with an example #MaximumNumberOfEdgesInSimpleGraphisn(n-1)/2 #Theorem #GaphTheory For more videos Subscribe Bhai Bhai Tutorials By- Harendra Sharma

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Distance and Eccentricity in Graph Theory | By :- Harendra Sharma

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The entire PARSCH TEAM is STUNNED!! 😭

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💥 Suddenly she stammers - Roger Köppel destroys Strack-Zimmermann instantly on live TV

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Theorems in Graph Theory | Handshaking Theorem | Other Important Theorems

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Spanning Tree in Graph Theory with Example | By :- Harendra Sharma

Theorem based on components of a simple graph
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Theorem based on components of a simple graph

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A simple disconnected graph with n vertices and k components should have atmost (n-k)(n-k+10/2 edges

Graph Theory | A simple graph with n vertices and k components can have atmost (n-k)(n-k+1)/2 edges
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Graph Theory | A simple graph with n vertices and k components can have atmost (n-k)(n-k+1)/2 edges

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Who is Smarter? Engineer vs Chinese 5th Grader

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Why is pi here? And why is it squared? A geometric answer to the Basel problem

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You Will Die Laughing At These Parrot 😂 Funny Parrot Videos 2026

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How To Learn So Fast It’s Almost Unfair

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Prove that a tree with n-Vertices has (n-1) edges-Graph Theory

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Introduction to Bipartite Graph Planar Graph Euler's Formula|Graph Theory|BBA|BCA|B.COM|Dream Maths

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Everyone Ignored Him… Until He Played | GUITAR PRO pretended TO BE HOMELESS

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IIT Delhi vs Pragg | Insane Handicap Match 1 min vs 5 minutes @IIT Delhi @IMC Trading

A tree with n vertices has n-1 edges.
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A tree with n vertices has n-1 edges.

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Euler's Formula with proof ( n+r-e=2 ) || Graph Theory

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Euler`s Formula in Graph Theory proof | Discrete Mathematics | Ganitya