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

$20.00

Mathematics

Operations

Research

Company

Restriction

Product

Machinery

Profit

Forecast

Pre-Calculus Problem

$3.00

Pre-Calclus

Break Even Analysis

Personal Income Tax

Monthly Fixed Costs

Break-Even Point

Profit

Pre-Calculus Problem

$3.00

Pre-Calculus

Decision Analysis

Cost

Cost of Manufacturing

Price

Profit

Fixed Cost

Maximising the Profit

Cyclohexylamine Manufacturing Process

$75.00

Engineering

Chemical

Cyclohexylamine

Manufacturing

Process

Equipment

Investment

Profitability

Subgraph Isomorphism, Independent Set, and Scheduling with Profits and Deadlines NP Problems

$30.00

Subgraph

Isomorphism

Independent

Set

Scheduling

Profit

Deadline

NP

NP-Hard

NP-Complete

Problem

Undirected

Graph

Vertices

Edge

Decision

Optimization

Clique

Task

Time

Machine

Processing

Subset

Sum

Class

Complexity

Subgraph

Isomorphism

Independent

Set

Scheduling

Profit

Deadline

NP

NP-Hard

NP-Complete

Problem

Undirected

Graph

Vertices

Edge

Decision

Optimization

Clique

Task

Time

Machine

Processing

Subset

Sum

Class

Complexity

Dynamic Programming Model for A Version of Job Scheduling Problem

$30.00

Knapsack

Reduction

Algorithm

Complexity

Problem

Job

Scheduling

Dynamic

Programming

OPT

Optimal

Swapping

Exchange

Argument

Playful

Subset

Deadline

Value

Size

Profit

Function

Solution

Set

Array

Two

Dimensional

Selection

Reorder

M

Knapsack

Reduction

Algorithm

Complexity

Problem

Job

Scheduling

Dynamic

Programming

OPT

Optimal

Swapping

Exchange

Argument

Playful

Subset

Deadline

Value

Size

Profit

Function

Solution

Set

Array

Two

Dimensional

Selection

Reorder

M

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