MAT135 Southern New Milestone 1 History of Fibonacci Sequence Project Submit your proposed final paper topic for approval and the outline. The outline shou

MAT135 Southern New Milestone 1 History of Fibonacci Sequence Project Submit your proposed final paper topic for approval and the outline. The outline should provide an overview of the three strands (historical significance, mathematics, and real-world applications) of your topic. Use the Milestone 1 Final Topic Selection Rubric And Guidelines document when creating your outline. Please see rubric for further and more descriptive instructions! MAT 135 Milestone 1 Final Project Topic Selection and Outline Guidelines and Rubric
Overview: The final project for this course is the creation of a comprehensive final paper that includes the following main components:
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Introduction
Strand 1: Historical Significance
Strand 2: Mathematics
Strand 3: Real-World Applications
Conclusion
Prompt: In Module Two, you will submit your chosen topic to the instructor for approval. You will research three areas of this topic and submit an outline for
each “strand” for grading and feedback. Your submission should include potential reference sources. Take note that this milestone rubric requires three resources
for your outline at this point in time so that you can receive valuable feedback from your instructor. However, additional research and resources are expected as
you complete your paper.
The topic may come from the list provided below or it can be self-designed, but it still must be approved prior to writing the outline. The final paper will not be
accepted without topic approval.
Final Project Topic List: Choose one
Logic/Proof
Irrational Numbers
Euclidean Geometry
Non-Euclidean
Geometry
Penrose Tiles
Mobius Bands
Klein Bottles
Self-Selected Topic*
Hilbert’s Hotel
Power Set Theory
Koch Curve
Sierpinski Triangle
Pythagorean Theorem
Pythagoras Musical Scale
Prime Numbers
Fractals
Linear Algebra
Fibonacci Sequence
Number Theory
Mandelbrot Set
Chaos Theory
Infinity
Pascal’s Triangle
Knot Theory
Graph Theory
Continuum Hypothesis
Euler’s Königsberg Bridge
Problem
*NOTE: Instructors will only approve topics for which they know sufficient research and information exists for the student
to complete the final paper.
In addition to the points you receive based on the grading rubric on the following page, you will also receive formative feedback from the instructor. Apply
this feedback to the strands as you complete them.
Rubric
Guidelines for Submission: Your topic selection and outline must be submitted as a 1- to 2-page Microsoft Word document with double spacing, 12-point Times
New Roman font, one-inch margins, and at least three sources cited in APA format.
Your total points will be based on the rubric below. Your instructor will provide you full points on each row of the requirements listed below that you submit. You
will receive instructor feedback in the comment column of the integrated rubric on areas that need work and feedback on areas where you are exceeding
standards.
Critical Elements
Topic Selection
Proficient (100%)
Selects a topic from the provided list or a
viable self-selected topic
Strand #1: Historical
Significance
Outline contains at least three main points
for the historical significance strand
Strand #2: Mathematics
Outline contains at least three main points
for the mathematics strand
Strand #3: Real-World
Applications
Outline contains at least three main points
for the real-world applications strand
References for Outline
Provides at least three credible resources
to support the selected topic
Not Evident (0%)
Does not select a topic from the
provided list or a viable self-selected
topic
Outline does not contain at least
three main points for the historical
significance strand
Outline does not contain at least
three main points for the
mathematics strand
Outline does not contain at least
three main points for the real-world
applications strand
Does not provide at least three
credible resources to support the
selected topic
Total
Value
20
20
20
20
20
100%

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