We mapped the steepest and least steep paths up two fourteeners (hikes that have a peak about 14,000 feet) using contour maps found on Alltrails to find the average directional derivative and the average gradient.
This poster displays a tumbler ready for coffee to be added, complete with a lid, a straw, and ice cubes.
Mathematica model of a French press using parametric equations.
For this project, we investigated how we perceive the shapes around us and how mathematics helps us define them further. We made a 3D model of the studio ghibli character Totoro using the Mathematica function of ellipsoids. We also made his umbrella.
Using the program Mathematica, and what we learned in class about 3-dimensional modeling, we created equations that represented the components of an ice cream cone. These equations were then coded together to create the final ice cream cone.
Happy Valentine’s Day – How to draw roses and hearts in Mathematica
We have researched the “healing properties” of sound waves at 528, 432, and 320 Hz and created representations of these sound waves in 3D in Mathematica, as well as animations and sound files that live spectators can enjoy.
This poster looks at the equations that are theorized to be able to predict the patterns that form in nature based on the interaction between two chemical "morphogens," an activator and an inhibitor.
Mike the Bike---Mathematica bicycle created by the power of calculus
This poster showcases different types of electric fields based on the source charge. Because electric fields are vector fields, they can be graphed by Mathematica.
Modeling famous architectures in China using Mathematica.
Using Mathematica to graph Naturally Occurring Shapes.
The poster presents the magnetic field caused by interactions between parallel wires.
In our poster, we investigated the torus/bagel shape by using Mathematica and parametric equations.
When thinking about where your next meal comes from, always remember, math is everywhere.
Our poster shows how many languages are spoken in various countries around the world.
We created a 3D-model of two components of the International Space Station using the ParametricPlot3D and Graphics3D functions in Mathematica.
We used parametric equations in Mathematica to graph different pasta shapes.
My project was graphing Snoopy on his little red cabin, as well as using some other skills we learned in class to graph spirographs and other shapes.
This project aimed to show how the work on an object can be calculated using the dot product of the net force and displacement vectors by using a real-world example of balls being rolled down slides.
We used Mathematica the model the shape of a Pringle and calculate the volume of the Pringles in the container.