The third proportion between A square-B square and( A+B) square
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We know that a/b = b/c
or third proportion c = b^2 / a
Given a = a^2 - b^2
b = (a + b)^2
Substituting c = ( (a + b)^2)^2 / a ^2 - b^2
c = (a + b)^2 x (a + b)^2 / (a + b)(a - b)
c = (a + b)^3/ (a - b)
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