The trajectory described by the function is that of a catenary. Other names that have been given to the curve are chainette (French) and funicular curve. The curve traces the shape taken by a (perfect, uniform) flexible and inextensible chain between two supports, as result of gravity. Galileo was wrong in supposing this curve is the parabola.
I'm really confused. She is talking houses, sionnach is talking theories-from-Uranus and WeirdNET just wants a bit o' good ol' biff.
Not to mention the hyperbolic cosine function. For which, oddly enough, the relationship holds that:
cosh (x) = cos (ix)
The value of the hyperbolic cosine is defined to be:
e^argument + e^-argument
-------------------------------
2
The trajectory described by the function is that of a catenary. Other names that have been given to the curve are chainette (French) and funicular curve.
The curve traces the shape taken by a (perfect, uniform) flexible and inextensible chain between two supports, as result of gravity. Galileo was wrong in supposing this curve is the parabola.
Also, a hut, or small cottage.