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MCQ

A person wants to visit some places. He starts from a vertex and then wants to visit every place connected to this vertex and so on. What algorithm he should use?

Depth First Search

Breadth First Search

Trim

None of the mentioned

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Complete the given snippet of code for the adjacency list representation of a weighted directed graph.

vertex, vertex

neighbor, vertex

neighbor, neighbor

vertex, neighbor

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What would the time complexity to check if an undirected graph with V vertices and E edges is Bipartite or not given its adjacency matrix?

O(E*E)

O(V*V)

O(E)

O(V)

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MCQ

State True of False.

i) Network is a graph that has weights or costs associated with it.

ii) An undirected graph which contains no cycles is called a forest.

iii) A graph is said to be complete if there is no edge between every pair of vertices.

True, False, True

True, True, False

True, True, True

False, True, True

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MCQ

In a graph if e=[u, v], Then u and v are called

endpoints of e

adjacent nodes

neighbors

all of above

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MCQ

Directed tree

Undirected tree

Dis-joint tree

Direction oriented tree

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Abstract data types

Arrays

Lists

Stacks

Queues

Trees

Binary Trees

B Trees

Heaps

Hash based structures

Graphs

Mixed

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