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Suppose the roots of x3+3x2+4x−11 x^3 + 3x^2 + 4x - 11 x3+3x2+4x−11 are α,β,γ \alpha, \beta, \gamma α,β,γ.
If the roots of x3+rx2+sx+t x^3 + rx^2 + sx + t x3+rx2+sx+t are α+β,α+γ,β+γ \alpha + \beta, \alpha + \gamma, \beta + \gamma α+β,α+γ,β+γ, then find t t t.
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