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The problem of 1- 1 as an elective course of mathematics in senior two.
1

m- 1=n+ 1,m-2=n

Combine hyperbola and ellipse, and eliminate y to get x? =2mn/(m+n),

Replace the ellipse and get y? = 1-[2n/(m+n)]=2/(m+n)

The height of the triangle is: h=√2/(m+n)

The length of the base of the triangle is 2√(m- 1).

Area: √ (m-1) [2/(m+n)] =1.