Evolute of rectangular hyperbola
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The question requires you to find the parametric equations of the evolute of the curve xy=c^2 .
For some reason I keep getting wrong answer.
I use parametric form, x=ct, y=c/t , and so x'=c, y'=-c/t^2, x''=0, y''=2c/t^3 .
Using formula \displaystyle \rho =\frac{\frac{c^3}{t^3}(t^4+1)^{3/2}}{\frac{2c^2}{t^3}}
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A rectangle hyperbola is also known as equilateral hyperbola The asymtotes of rectangular hyperbole are y = + x
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