Question: In the example dealing with Gauss's solution to x 19 - 1 = 0, show that Beta 1, Beta 8, and Beta 7 are roots
In the example dealing with Gauss's solution to x19 - 1 = 0, show that Beta 1, Beta 8, and Beta 7 are roots of the cubic equation x3 - alpha1 x2 + (alpha2 + alpha4 )x - 2 - alpha2 = 0, where the alpha's and Beta's are as in the text.
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