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Recent questions tagged graph-connectivity
3
3 votes
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1 answer
105
105 views
GO Classes DPP | GATE CS, DA | Algorithms | DFS Connectivity
Suppose we run DFS on an undirected graph, and we discover a vertex $v$ with:$\mathrm{pre}(v)=1$ and $\mathrm{post}(v)=2|V|$Then the graph must be connected.True False
GO Classes
105
views
asked
Aug 17
Algorithms
goclasses
goclasses-da-dpp
goclasses-da-dpp-day-251
goclasses-cs-dpp
goclasses-cs-dpp-day-349
algorithms
python-&-dsa
goclasses-python-&-dsa-practice-questions
goclasses-algo-practice-questions
dfs-bfs
graph-connectivity
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–
0
0 votes
1
1 answer
229
229 views
ISI2025-MCS-PCB (Non-CS) | Question: 7
For a graph $G=(V, E)$ and a subset $X \subseteq V$ of the vertices, the induced subgraph $G[X]$ is defined as $G[X]=\left(X, E^{\prime}\right)$, where $E^{\prime}=\{u v ...
Shubham Sharma 2
229
views
asked
Jun 12, 2025
Graph Theory
isi2025-mcs-pcb
graph-theory
graph-connectivity
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–
0
0 votes
0
0 answers
187
187 views
ISI2025-MCS-PCB (CS) | Question: 5
For a graph $G=(V, E)$ and a subset $X \subseteq V$ of the vertices, the induced subgraph $G[X]$ is defined as $G[X]=\left(X, E^{\prime}\right)$, where $E^{\prime}=\{u v ...
Shubham Sharma 2
187
views
asked
Jun 12, 2025
Graph Theory
isi2025-mcs-pcb
graph-theory
graph-connectivity
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–
1
1 vote
3
3 answers
634
634 views
GO Classes DPP | Graph Theory | Graph Connectivity | University of California, Berkeley
How many of the following given set of vertices is/are CORRECT strongly connected components for the given directed graph?$C$$A$$E$$IC$$F$$IDE$$I$$H$$GJ$
GO Classes
634
views
asked
Jun 9, 2025
Graph Theory
goclasses
graph-theory
graph-connectivity
goclasses-cs-dpp
goclasses-cs-dpp-day-11
goclasses-da-dpp
goclasses-da-dpp-day-4
goclasses-graph-theory-practice-questions
numerical-answers
goclasses-dm-practice-questions
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–
0
0 votes
0
0 answers
219
219 views
Doubt
what will be the answer ?
js__
219
views
asked
May 6, 2025
Graph Theory
graph-theory
discrete-mathematics
graph-connectivity
self-doubt
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0
0 votes
0
0 answers
896
896 views
DFS when removing edges.
Hi everyone.I have a question for everyone as follows:Given a connected undirected graph with N vertices and N edges and an integer K.Print the number of ways to remove e...
Miku221
896
views
asked
Aug 31, 2024
Algorithms
depth-first-search
graph-algorithms
graph-connectivity
graph-theory
+
–
38
38 votes
7
7 answers
24.1k
24.1k views
GATE CSE 2024 | Set 2 | Question: 7
Let $\text{A}$ be the adjacency matrix of a simple undirected graph $\text{G}$. Suppose $\text{A}$ is its own inverse. Which one of the following statements is always...
Arjun
24.1k
views
asked
Feb 16, 2024
Graph Theory
gatecse-2024-set2
graph-theory
graph-connectivity
one-mark
+
–
42
42 votes
3
3 answers
18.2k
18.2k views
GATE CSE 2024 | Set 2 | Question: 41
Let $\text{G}$ be an undirected connected graph in which every edge has a positive integer weight. Suppose that every spanning tree in $\text{G}$ has even weight. Which o...
Arjun
18.2k
views
asked
Feb 16, 2024
Graph Theory
gatecse-2024-set2
graph-theory
multiple-selects
graph-connectivity
two-marks
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32
32 votes
4
4 answers
22.3k
22.3k views
GATE CSE 2024 | Set 1 | Question: 24
The number of spanning trees in a complete graph of $4$ vertices labelled $\text{A, B, C,}$ and $\text{D}$ is _________.
Arjun
22.3k
views
asked
Feb 16, 2024
Graph Theory
gatecse-2024-set1
numerical-answers
graph-theory
graph-connectivity
one-mark
+
–
8
8 votes
1
1 answer
1.2k
1.2k views
GO Classes Test Series 2024 | Mock GATE | Test 14 | Question: 57
A strongly connected component $(\mathrm{SCC})$ of a directed graph $\mathrm{G}=(\mathrm{V}, \mathrm{E})$ is a maximal set of vertices such that any two vertices in the s...
GO Classes
1.2k
views
asked
Feb 5, 2024
Graph Theory
goclasses2024-mockgate-14
numerical-answers
graph-theory
graph-connectivity
two-marks
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–
0
0 votes
1
1 answer
1.1k
1.1k views
A tree has 2n vertices of degree 1, 3n vertices of degree 2 and n vertices of degree 3. Determine the number of vertices and edges in the tree.
SURAJ7201
1.1k
views
asked
Dec 29, 2023
Graph Theory
graph-connectivity
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