I will upload the document to help make the problem clearer. The problem starts with the section higlighted "EXTENSIONS".

1) What happens to the results if the angle is changed to 90°? How far does it

move in the x-direction and what is the size of the radius?

2) The following shows you how to graph a 3-D helix. The components are:

x(t) = a cos ï·t y(t) = a sin ï·t and z(t) = bt

where a is amplitude of circle in x,y plane and ï· = 2ï°/period

EXTENSION: using information from lab13 , calculate a,b, ï· and plot the corresponding

helix for that situation.

The graphs and already displayed in the document.

Subject | Mathematics |

Due By (Pacific Time) | 12/07/2014 12:00 am |

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