What's the name of this theorem in right-angled triangle $ABC$, occur:
$|AC|^2=|CD|×|CB|$
$|AD|^2=|DC|×|DB|$
$|AB|^2=|BD|×|BC|$
Please send me references about this theorem
What's the name of this theorem in right-angled triangle $ABC$, occur:
$|AC|^2=|CD|×|CB|$
$|AD|^2=|DC|×|DB|$
$|AB|^2=|BD|×|BC|$
Please send me references about this theorem
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