Summation of (alpha +beta)^3=
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Wkt, (x+y)^3 = x^3 + x^3y + xy^3 + y ^3
Therefore , (alpha+beta)^3
= (alpha)^3 + (alpha)^3(beta) + (alpha)
(beta)^3 + (beta)^3
= alpha^3 + alpha^3beta + alpha
beta ^3 + beta ^3
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