x = a cosh(t)
y = a sin(t)
gives the right side of the hyperbola.
x = -a cosh(t)
y = a sin(t)
gives the left side of the hyperbola.
where t ranges over R
sinh(t) = (et - e-t)/2
cosh(t) = (et + e-t)/2
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denominators
denominators
Some curves are easier to describe and perform calculations on if using parametric equations
I looked all over the internet and could not find a parametric equation for this shape. You can look at the link below to find the regular cartesian equation. If you are good at parametric equations you could probably convert this into parametric form. I am not so good at parametric equations.
It might be easier to calculate using numeric values directly if the equation is really simple.