CASE STUDY APPLICATION PAPER FOOD WEBS
Case Study Application Paper Food Webs
MTH/221 Discrete Math for Information Technology
Matthew Buisker
March 24, 2016
1
CASE STUDY APPLICATION PAPER FOOD WEBS
2
Q.4 - 2
b) Upload the file for the following problem:
Construct the intersection graph of these collections of sets:
A1 = cfw_. . . ,4,3,2,1, 0
A2 = cfw_. . . ,2,1, 0, 1, 2, . . .
A3 = cfw_. . . ,6,4,
Q.4 - 1
a) Upload the file for the following problem:
Construct the intersection graph of these collections of sets:
A1 = cfw_0, 2, 4, 6, 8, A2 = cfw_0, 1, 2, 3, 4, A3 = cfw_1, 3, 5, 7, 9, A4 = cfw_5,
Q.4 - 3
c) Upload the file for the following problem:
Construct the intersection graph of these collections of sets:
A1 = cfw_x | x < 0
A2 = cfw_x | 1 < x < 0
A3 = cfw_x | 0 < x < 1
A4 = cfw_x | 1 < x
Consider the graph
Award: 3.88 out of 3.88 points
a) Identify the type of graph.
0 . Simple graph
0 Mixed graph
0 Multigraph
O Pseudograph
A graph in which each edge connects two different vertices an
Q.4 - 1
a) Upload the file for the following problem:
Construct the intersection graph of these collections of sets:
A1 = cfw_0, 2, 4, 6, 8, A2 = cfw_0, 1, 2, 3, 4, A3 = cfw_1, 3, 5, 7, 9, A4 = cfw_5,
Q.4 - 3
c) Upload the file for the following problem:
Construct the intersection graph of these collections of sets:
A1 = cfw_x | x < 0
A2 = cfw_x | 1 < x < 0
A3 = cfw_x | 0 < x < 1
A4 = cfw_x | 1 < x
Q.4 - 2
b) Upload the file for the following problem:
Construct the intersection graph of these collections of sets:
A1 = cfw_. . . ,4,3,2,1, 0
A2 = cfw_. . . ,2,1, 0, 1, 2, . . .
A3 = cfw_. . . ,6,4,
1. Award: 3.50Mof3.50 polnts
Which of the following Is two for the statement "Do not pass 90"?
O This Is a proposition that Is false.
0 This Is a proposition that Is true.
0 This Is not a proposltlon:
1.
Award: 3.68 out of 3.68 points
Identify the steps that are used to nd the maximum element from the following nite sequence
1, 8, 12, 9, 11, 2, 14, 5, 10, 4.
max := 1, i := 2, i := 3, i := 4, i := 5
MTH/221 WEEK 4 DQs
*BRAND NEW TUTORIAL JUNE 2014*
MTH/221 WEEK 4 DQ#1
Hamiltonian and Euler Graphs
Here is another Chapter 10 Question: Note a Hamiltonian circuit visits each
vertex only once but may
Discrete Mathematics Projects
CHECKER TOURNAMENT
Goals
(1) Students will explore the concept of graph theory as it relates to scheduling.
(2) Students will derive a schedule to meet all the criteria o
Score: 140/140 Points 100 %
Determine whether the given graph has an Euler circuit. Construct such a circuit when one exists. If no Euler
circuit exists, determine whether the graph has an Euler path
Score: 140/140 Points 100 %
Consider the given directed multigraph.
a b
Q
d' c
References
Section Break Chapter: 10 Graphs Section: 10.02 Graph Terminology and Special Types of
Graphs
Award: 3.88 out
Score: 140/140 Points 100 %
Consider the six bridges graph
References
Section Break Chapter: 10 Graphs Section: 10.05 Euler and Hamilton Paths
2 3 . Award: 3.88 out of 3.88 points
How many vertices
Score: 140/140 Points 100 % 11.
Award: 3.88 out of 3.88 points
Identify the adjacency list to represent the given graph.
:1 i:-
_Adjacent vertices
-—
—.E-
“—
—Adjacent vertices
——
—-E-
—Adjacent verti
Score: 140/140 Points 100 %
Consider the graph
1 _ Award: 3.88 out of 3.88 points
a) Identify the type of graph.
0 Mixed graph
0 Pseudograph
O Multigraph
o . Simple graph
A graph in which each edge co
1. a) Identify the type of graph.
Simple graph
2. b) Identify the true statement about the graph shown.
It has no parallel edges and no loops.
3. Does the graph have directed edges?
No
4. N/A
5. N/A
6
1. Identify the steps that are used to find the maximum element from the following finite
sequence 1, 8, 12, 9, 11, 2, 14, 5, 10, 4.
max := 1, i := 2,
max := 8, i := 3,
max := 12, i := 4, i := 5, i :=
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This is not a proposition; its a command.
No
This is a proposition., Its truth value is false, as anyone who has been to
1
Coding Theory
Julious Campbell
MTH/221
May 02, 2016
Terence Yi
2
Coding Theory
In todays world there are many applications that use Error Coding for their many digital
process and code. Some of the
1. A particular brand of shirt comes in 8 colors, has a male version and a female version,
and comes in 5 sizes for each sex. How many different types of this shirt are made?
80
Comment:
By the produc