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Polar Review
I think I finally undertsand Polar graphs and functions. The main point I need to remember is that I can always write them as parametric functions using x=f(theta)cos(theta) and y=f(theta)sin(theta). Points of intersection are a little strange, because the coordinates are not alwyas unique and you can have both collision and non-collision (same point but different theta values) points. -
PolarReview Again
I am on target with polar functions. .....dasiudaiosudawoyudowyidoqwide -
Watch videos from class
I found the videos very fascinating! They were very fun and educationalto watch. -
May 4
The Big Day! I am ready to go. No game day jitterrs here! -
Justin Thau
Partial Differentiation -
Molly McGlone & Amal Malik
Partial Derivatives -
Adam Byerly
PArtial Derivatives -
Simon T-L, Jay Simms, Nico Sarbanes
TWISTER -
Chirstina Tsui, Alex Higgins, Sarah Hull
Mulitple Integration -
Julia Bader & Amelia Bateman
Gottfried Leibniz -
Annie Bishai & Kayla Muirhead
Leonard Euler -
Billy Wu, Ben Towles, Ryan Kromsky
Line and Surface Integrals -
Laura Greenbaum, Becky Regan, Lizzy Spencer
Fibonacci Sequence -
Molly Broom & Ellen Cesewski
The Amazing Race -
Austin Treece & Chad Wallace
Hyperbolic Trig Functions -
Mayank Bapna, Bradley Reahl, & Jibril Kedir
Fractals -
Tim Davidson, Erin Hullinger, Grace Blair
Counting Cards -
Elliot Evans & Caleb Rittler
Multiple Integration -
Doug Falatko, Bryce Manubay, & Zach Nusbaum
Multiple Integration -
Rafe Pegram & Josh Staples
Jeopardy Review -
Jann Grovogui, Brandon Gotwalt, James Ray
