For instructions, see here.
Below is the individualized data you will use for your own assignment.
Background for this lab can be found on the main 251 webpage (linked here).
| Babjak_Thomas | <(cos(2*t)+4*sin(t))^2, 5*cos(2*t)+4*cos(t), sin(3*t)+sin(t)> ; curvature at t=2 is .3271964928 |
| Baruh_Yosef | <3*cos(t)+5*sin(t), 5*cos(3*t)-cos(t), (sin(3*t)+sin(t))^2> ; curvature at t=2 is .6941321761 |
| Chen_Jennifer | <(2*cos(2*t)+sin(t))^3, (cos(3*t)+4*cos(t))^3, sin(3*t)+5*sin(t)> ; curvature at t=2 is 1.407327916 |
| Ding_Tianli | <(2*cos(3*t)+sin(t))^3, (3*cos(3*t)+4*cos(t))^2, 25*sin(t)^2> ; curvature at t=2 is .2014235828 |
| Goldman_Jonathan | <5*cos(2*t)+3*sin(t), -3*cos(t), 2*sin(t)> ; curvature at t=2 is .1101669350 |
| Greenfield_Yosef | <5*cos(t)+sin(t), 8*cos(t)^3, 4*sin(t)^2> ; curvature at t=2 is .2606510953 |
| Hochsztein_Hillel | <cos(t)+5*sin(t), 3*cos(3*t)-4*cos(t), 9*sin(t)^2> ; curvature at t=2 is .3133719222 |
| Jeon_William | <(cos(2*t)+4*sin(t))^2, 2*cos(3*t)+4*cos(t), sin(3*t)+sin(t)> ; curvature at t=2 is 1.078114336 |
| Kanj_Roweena | <(3*cos(3*t)+2*sin(t))^2, 3*cos(3*t)-cos(t), 9*sin(t)^2> ; curvature at t=2 is .3677427650 |
| Kovacevich_Justin | <5*cos(2*t)+4*sin(t), -3*cos(t), (sin(2*t)+2*sin(t))^2> ; curvature at t=2 is .2399133380 |
| Krosuri_Saaketh | <cos(t)+4*sin(t), (2*cos(3*t)+4*cos(t))^3, 4*sin(t)> ; curvature at t=2 is .3811202275 |
| Livernois_Alexander | <(2*cos(t)+sin(t))^3, 3*cos(2*t)+4*cos(t), sin(3*t)+3*sin(t)> ; curvature at t=2 is 2.515058398 |
| Looney_Edward | <2*cos(3*t)+sin(t), 3*cos(2*t)+4*cos(t), sin(2*t)+sin(t)> ; curvature at t=2 is 3.557505932 |
| Maceren_Lawrence | <cos(t)+4*sin(t), 4*cos(t), sin(2*t)+2*sin(t)> ; curvature at t=2 is .1564032381 |
| McGinley_Elizabeth | <(4*cos(2*t)+4*sin(t))^2, 7*cos(t), 8*sin(t)^3> ; curvature at t=2 is .1931702189 |
| Paladugu_Phani | <(2*cos(3*t)+5*sin(t))^3, (5*cos(2*t)+4*cos(t))^2, 16*sin(t)^2> ; curvature at t=2 is .3832188510 |
| Pelka_Sandra | <(cos(t)+sin(t))^3, cos(2*t)-4*cos(t), (sin(2*t)+sin(t))^3> ; curvature at t=2 is .2075256977 |
| Rabolli_Charles | <(4*cos(t)+sin(t))^3, 27*cos(t)^3, (sin(3*t)+sin(t))^3> ; curvature at t=2 is .1885437032 |
| Ruckodanov_Dmitriy | <(cos(3*t)+2*sin(t))^3, 3*cos(2*t)+4*cos(t), 36*sin(t)^2> ; curvature at t=2 is .3265566090 |
| Shenoy_Vineet | <(cos(3*t)+2*sin(t))^2, (3*cos(2*t)-4*cos(t))^2, sin(3*t)+4*sin(t)> ; curvature at t=2 is 2.600327333 |
| Townsend_Haas_Nicholas | <4*cos(t)+2*sin(t), 4*cos(t)^2, (sin(3*t)+sin(t))^2> ; curvature at t=2 is .2981946801 |
| Williams_Jonah | <3*cos(t)+5*sin(t), 5*cos(3*t)+4*cos(t), sin(3*t)+5*sin(t)> ; curvature at t=2 is 1.731854448 |
| Yako_Bridget | <(2*cos(3*t)+2*sin(t))^2, 3*cos(3*t)-4*cos(t), sin(3*t)+3*sin(t)> ; curvature at t=2 is 1.018834643 |