I have this plan for my presentation and paper. Can you help me figure out or show an example an essay and presentation for this assignment?

This assignment is designed to help you explore how you can use the mathematics we have been studying (percents, unit conversions, and geometry) to either:

• Make plans and solve problems in your everyday life.
• Explore and better understand larger contemporary problems in an area of interest to you.

There's a lot of choice here. Find something of interest to you. You can use an article or topic we studied in class as a springing off point for exploration.

Requirements:

• A clearly defined problem where more than one mathematical concept we have been studying (percents, measuring, dimension analysis, and/or geometry) are applicable. (Example: Planning a garden - measuring, geometry, cost of materials)
• Why you chose this project.
• What the mathematics reveals and why this is important.
• What you learned that was surprising or interesting.
• Works cited page/section with at least two references. (Example: Article about planning a garden and prices from Pierson's Building Materials)

Problem Solving Unit Project

Criteria	Ratings
This criterion is linked to a Learning OutcomeClearly defined problem
This criterion is linked to a Learning OutcomeMultiple Mathematical Concepts We Have Studiedpercents (may use percent "of" and percent increase or decrease for two)
This criterion is linked to a Learning OutcomeWhy you chose this project
This criterion is linked to a Learning OutcomeWhat Mathematics Reveals & Why Important
This criterion is linked to a Learning OutcomeWhat you learned
This criterion is linked to a Learning OutcomeWorks CitedAt least two references
This criterion is linked to a Learning OutcomeFormat and OrganizationAn appropriate format was used to present the information and it was easy to follow.

Given the detailed exploration and framework provided for your project on designing a small-scale urban park, let's consolidate and refine the information to address your specific requirements more directly. This synthesis will help in crafting a coherent and comprehensive presentation or report.

Applicability of Mathematical Concepts:

Geometry: The design of the park will heavily rely on geometric principles to create visually appealing and functional spaces. This includes the layout of paths, placement of benches, design of playground areas, and the overall spatial arrangement. Geometry's role is not only foundational in planning but also in executing designs that are both aesthetically pleasing and practically usable.

Dimension Analysis: This concept will be crucial for efficiently allocating space within the park. By calculating the dimensions and areas of various sections, you can ensure that each component of the park is proportionally balanced and optimally placed. This analysis supports the effective use of space, ensuring that the park is accessible, enjoyable, and meets community needs.

Percentages: Budgeting for the park will necessitate a clear understanding and application of percentages. This includes allocating specific portions of the budget to different needs such as landscaping, playground equipment, and maintenance. Percentages will help in maintaining financial discipline while ensuring that all aspects of the park are adequately funded.

Potential References:

1. Geometry in Landscape Design:
   • Jacobs, Alice. "Geometry in Landscape Design: The Art of Outdoor Aesthetics." Design and Architecture Review, 2022.
2. Budget Management and Allocation:
   • Carter, John. "Effective Budget Allocation in Public Park Development." Landscape Economics, 2023.

These references will provide both theoretical foundations and practical examples of applying geometric concepts and budget management in park design.

Best Format for the Project:

A PowerPoint presentation is recommended due to the visual nature of the project. It allows for the effective display of design concepts, budget breakdowns, and the integration of mathematical principles in a visually engaging manner. Slides can be used to:

• Illustrate geometric designs and layout plans.
• Present dimension analyses and spatial optimization strategies.
• Show budget allocations with percentages in a clear and understandable format.
• Highlight case studies or examples of successful urban park designs.

Areas for Feedback:

Integration of Concepts: How effectively do the geometric design, dimension analysis, and budgeting percentages come together in a cohesive park design? Feedback on the practical integration of these mathematical principles would be highly valuable.

Budget Realism: Given the theoretical budget allocations, feedback on the realism and practicality of these figures would be beneficial, especially considering unforeseen costs and financial constraints.

Sustainability Considerations: Insights on incorporating sustainable design elements in a way that aligns with mathematical optimization and budgeting would be particularly helpful.

This project presents a unique opportunity to apply mathematical concepts in a real-world context, demonstrating the practical utility and importance of mathematics in urban planning and design. By focusing on these aspects and seeking targeted feedback, you can refine your project to effectively showcase the critical role of mathematics in solving complex problems and improving community spaces.