- #1
nirali35
- 4
- 0
Hey,
Can anyone please help me sove these problems:
These are two different problems form different sections.
1. Show that one arch of the cycloid r(t) = <t-sint, 1-cost> has length 8. Find the value of t in [0,2pi] where the speed is at a maximum.
2. Find a parametization of the curve. The intersection of the surfaces z=x^2-y^2 and z=x^2+xy-1
Thanks
Can anyone please help me sove these problems:
These are two different problems form different sections.
1. Show that one arch of the cycloid r(t) = <t-sint, 1-cost> has length 8. Find the value of t in [0,2pi] where the speed is at a maximum.
2. Find a parametization of the curve. The intersection of the surfaces z=x^2-y^2 and z=x^2+xy-1
Thanks