What is the name of this curve? When I was a kid I used to draw this shape below but today I came against it as a problem. I don't know the name of this red curve below.  It is enough to say the name if it is a known curve. I will search for it's properties.

The shape is constructed with lines from point $(0,n)$ to $(8-(n-1),0)$ and the curves passes through the intersection of each two lines. In contrast to the figure, the red curve never crosses the axes. $n=0,1,...,9$ however the shape does not need to be discrete, hence $n$ can go to $0$. Probably the values on the axes are not important to know the name of the curve.

It's a quadratic Bézier curve.
