2 Conic sections 1: page 56

Explore how the midpoint [i]M[/i] of the hypotenuse of a triangle with constant area 3, and vertices [i]A[/i] and [i]B [/i]on the [i]x[/i] and [i]y[/i] axes lies on a hyperbola with equation [math]xy=\frac{3}{2}[/math][br]Drag point [i]A[/i] along the [i]x[/i]-axis to create different triangles with area = 3.

Information: 2 Conic sections 1: page 56