MATH 2060 - Burr - 16.6

1840 days ago by burr2

       
       
The parametric surface
x=(2+sin(v))*cos(u), y=(2+sin(v))*sin(u), z=u+cos(v)
Orange curves are for fixed v-values (helixes)
Red curves are for fixed u-values (circles)
The parametric surface
x=(2+sin(v))*cos(u), y=(2+sin(v))*sin(u), z=u+cos(v)
Orange curves are for fixed v-values (helixes)
Red curves are for fixed u-values (circles)
       
The surface of revolution for y=(1+x)^2 (in orange)
The parametric surface (x,f(x)*cos(theta),f(x)*sin(theta))
For a fixed x value, the circle of y-values in red
The surface of revolution for y=(1+x)^2 (in orange)
The parametric surface (x,f(x)*cos(theta),f(x)*sin(theta))
For a fixed x value, the circle of y-values in red