# Homework Library

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The Homework Library (HL) is a database of solved homework problems derived from the endless collaborations between our tutors and students. Every item in the HL is the result of one of our tutors helping to raise a student's understanding and skills to a level sufficient to produce the final product on display in the HL, a testament to the success of the academic partnership.

HL materials are not original and are therefore made available for the sole purpose of studying and learning. Misuse of HL materials is strictly forbidden.

The HL was created for students who need immediate help, and in many cases you can find step-by-step explanations on how to solve a problem or examples of proper writing, including the use of citations, references, bibliographies, and formatting. If you don’t find what you are looking for within our HL database, please reach out to one of our tutors and schedule a tutoring session.

Mathematics Questions
\$83.00
Mathematics
Questions
Pairs
Relations
Graph
Symmetric
Transitive
Reflexive
Reasoning
Counter
Fraction
Equation
Order
Matrix Problems Using C++ Programming
\$80.00
Computer Science
C++ Programming
Matrices
Properties
Statements
Variables
Symmetric
Reflexive
Rows
Columns
Four Problems Involving Floyd-Warshall Algorithm and Reflexive-Transitive Closure
\$50.00
Matrix
Floyd
Warshall
Algorithm
Path
Length
Reflexive
Transitive
Closure
Row
Column
Order
Graph
Weight
Directed
Condensation
Vertices
Loop
Pass
Topological
Iteration
Connected
Component
Strong
Two Problems Involving Equivalence Relations, Asymptotic Functions, and Priority Queues
\$20.00
Binary
Relation
Equivalence
Reflexive
Symmetry
Transitive
Theta
Omega
Function
Asymptotic
Class
Priority
Dijkstra
Heap
Queue
Prim
Change
Complexity
Worst
Case
Min
Log
Set
Partition
Disjoint
Discrete Math Questions
\$60.00
Discrete Mathematics
Permutations
Combinations
Integers
Intervals
Tables
Prime Numbers
Odd Numbers
Even Numbers
Sets
Symmetric Relations
Reflexive Relations
Transitive Relations
10 Problems with Functions, Sets, Recurrence Relations, Modular Operations, and Equivalence
\$75.00
Recurrence
Relation
Set
Operation
Function
One-to-one
Onto
Rule
Counterexample
Intersection
Union
Difference
Subset
Mod
Fibonacci
Sequence
Induction
Equivalence
Relation
Reflexive
Symmetric
Transitive
Class
Equivalence Relation Question
\$3.00
Equivalence
Relation
Reflexive
Symmetric
Transitive
Set
Height
Discrete
Mathematics
Equivalence Relation Testing Example
\$3.00
Equivalent
Relation
Power
Set
Reflexive
Symmetric
Transitive
Element
Equal
Mathematics
Discrete
Equivalence Relation Question
\$5.00
Equivalence
Relation
Divides
Integer
Reflexive
Symmetric
Transitive
Set
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